<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-5234464612319709354</id><updated>2024-11-01T12:49:48.227+05:30</updated><category term="BANK Exams"/><category term="IAS Exam"/><category term="Quiz"/><category term="Banks"/><category term="Business Quiz"/><category term="Current News"/><category term="Placement Papers"/><category term="TATA CRUCIBLE"/><category term="International News"/><category term="Business News"/><category term="Marketing Update"/><category term="brand"/><category term="Ad"/><category term="System"/><category term="Dumb Facts"/><category term="Strangest-Laws-From-Around-The-World"/><category term="Lateral Thinking"/><category term="sub-prime"/><category term="AML"/><category term="KYC"/><category term="interview"/><title type='text'>Explore the knowledge</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>251</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-8219753406861601610</id><published>2013-09-10T21:16:00.000+05:30</published><updated>2015-07-12T21:17:19.285+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="AML"/><category scheme="http://www.blogger.com/atom/ns#" term="BANK Exams"/><category scheme="http://www.blogger.com/atom/ns#" term="Banks"/><category scheme="http://www.blogger.com/atom/ns#" term="Current News"/><category scheme="http://www.blogger.com/atom/ns#" term="IAS Exam"/><category scheme="http://www.blogger.com/atom/ns#" term="interview"/><category scheme="http://www.blogger.com/atom/ns#" term="KYC"/><category scheme="http://www.blogger.com/atom/ns#" term="Placement Papers"/><title type='text'>KYC--Important one As per Regulations of Banks</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #FFF0ED; line-height: 11.6pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;1. What is KYC?&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 8.5pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #FFF0ED; line-height: 11.6pt;&quot;&gt;
&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;KYC is an acronym for “Know your Customer”, a
term used for customer identification process. It involves making reasonable
efforts to determine true identity and beneficial ownership of accounts, source
of funds, the nature of customer’s business, reasonableness of operations in
the account in relation to the customer’s business, etc which in turn helps the
banks to manage their risks prudently. The objective of the KYC guidelines is
to prevent banks being used, intentionally or unintentionally by criminal elements
for money laundering.&lt;/span&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 8.5pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #FFF0ED; line-height: 11.6pt;&quot;&gt;
&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;KYC has two components - Identity and Address.
While identity remains the same, the address may change and hence the banks are
required to periodically update their records.&lt;/span&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 8.5pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #FFF0ED; line-height: 11.6pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;2. Is there any legal backing for verifying
identity of clients?&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 8.5pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #FFF0ED; line-height: 11.6pt;&quot;&gt;
&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Yes. Reserve Bank of India has issued
guidelines to banks under Section 35A of the Banking Regulation Act, 1949 and
Rule 7 of Prevention of Money-Laundering (Maintenance of Records of the Nature
and Value of Transactions, the Procedure and Manner of Maintaining and Time for
Furnishing Information and Verification and Maintenance of Records of the
Identity of the Clients of the Banking Companies, Financial Institutions and
Intermediaries) Rules, 2005. Any contravention thereof or non-compliance shall
attract penalties under Banking Regulation Act.&lt;/span&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 8.5pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #FFF0ED; line-height: 11.6pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;3. I want to keep a fixed deposit in a bank.
Is KYC - applicable to me?&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 8.5pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #FFF0ED; line-height: 11.6pt;&quot;&gt;
&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Yes. KYC is applicable to customers of the
bank. For the purpose of KYC following are the ‘Customers of the bank.&lt;/span&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 8.5pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #FFF0ED; line-height: 11.6pt;&quot;&gt;
&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;a person or entity that maintains an account
and/or has a business relationship with the bank;&lt;/span&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 8.5pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #FFF0ED; line-height: 11.6pt;&quot;&gt;
&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;one on whose behalf the account is maintained
(i.e. the beneficial owner);&lt;/span&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 8.5pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #FFF0ED; line-height: 11.6pt;&quot;&gt;
&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;beneficiaries of transactions conducted by
professional intermediaries, such as Stock Brokers, Chartered Accountants,
Solicitors etc. as permitted under the law, and&lt;/span&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 8.5pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #FFF0ED; line-height: 11.6pt;&quot;&gt;
&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;any person or entity connected with a
financial transaction which can pose significant reputational or other risks to
the bank, say, a wire transfer or issue of a high value demand draft as a
single transaction.&lt;/span&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 8.5pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #FFF0ED; line-height: 11.6pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;4. Is there any procedure specified for
Customer Identification?&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 8.5pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #FFF0ED; line-height: 11.6pt;&quot;&gt;
&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Customer identification means identifying the
customer and verifying his/her identity by using reliable, independent source
documents, data or information. Banks have been advised to lay down Customer
Identification Procedure to be carried out at different stages i.e. while
establishing a banking relationship; carrying out a financial transaction or
when the bank has a doubt about the authenticity/veracity or the adequacy of
the previously obtained customer identification data.&lt;/span&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 8.5pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #FFF0ED; line-height: 11.6pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;5. Once KYC requirements are complied with
while opening the account, whether the bank can again ask for KYC compliance
from me?&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 8.5pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #FFF0ED; line-height: 11.6pt;&quot;&gt;
&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Yes. To ensure that the latest details about
the customer are available, banks have been advised to periodically update the
customer identification data based upon the risk category of the customers.&lt;/span&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 8.5pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #FFF0ED; line-height: 11.6pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #FFF0ED; line-height: 11.6pt;&quot;&gt;
&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Banks create a customer profile based on
details about the customer like social/financial status, nature of business
activity, information about his clients’ business and their location, the
purpose and reason for opening the account, the expected origin of the funds to
be used within the relationship and details of occupation/employment, sources
of wealth or income, expected monthly remittance, expected monthly withdrawals
etc. When the transactions in the account are observed not consistent with the
profile, bank may ask for any additional details / documents as required. This
is just to confirm that the account is not being used for any Money
Laundering/Terrorist/Criminal activities.&lt;/span&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 8.5pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #FFF0ED; line-height: 11.6pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;6. I had submitted my driving licence as a
proof of identity and address but still the bank asked for telephone /
electricity bill.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 8.5pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #FFF0ED; line-height: 11.6pt;&quot;&gt;
&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;There are two aspects of Customer
Identification. One is establishing identity and the other is establishing
present residential address.&lt;/span&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 8.5pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #FFF0ED; line-height: 11.6pt;&quot;&gt;
&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;For establishing identity, the bank requires
any authentic document carrying photo of the customer such as driving licence/
passport/ pan card/ voters&#39; card etc. Though these documents carry the
residential address of the customer, it may not be the present address.
Therefore, in order to establish the present address of the customer, in
addition to passport/ driving licence / voters&#39; card / pan card, the bank may
ask for utility bills such as Telephone / Electricity bill etc.&lt;/span&gt;&lt;span style=&quot;color: #1f1f1f; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 8.5pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/8219753406861601610/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://insightsofknowledge.blogspot.com/2013/09/kyc-important-one-as-per-regulations-of.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/8219753406861601610'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/8219753406861601610'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/2013/09/kyc-important-one-as-per-regulations-of.html' title='KYC--Important one As per Regulations of Banks'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-7524501237153213945</id><published>2013-03-29T01:10:00.000+05:30</published><updated>2013-04-30T01:11:03.106+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="BANK Exams"/><category scheme="http://www.blogger.com/atom/ns#" term="brand"/><category scheme="http://www.blogger.com/atom/ns#" term="Business Quiz"/><category scheme="http://www.blogger.com/atom/ns#" term="IAS Exam"/><title type='text'>Quizzing Time-----</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;strong style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;1.&amp;nbsp;&lt;/strong&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;Barack Obama Signed Into Law the Violence against Women Act Reauthorization 2013 at Washington. Which of the following statements in context of the statement are true?&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;I. The Violence against Women Act was first passed in 1994, re-authorised since then, the new Act offers support to the organisations which serve to the victims of domestic violence.&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;II. The Violence against Women Act of 1994 is primarily a US Federal Law which was signed in 1994 by President Bill Clinton.&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;III. The Act established the Office on Violence against Women in the Department of Human and Justice for mankind.&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;IV. The new Act creates as well as expands the federal programs for helping local communities for the purpose of law enforcement as well as helping the victims of sexual abuse and domestic violence.&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;a) Statements I, and III are true&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;b) Statements I, II and IV are true&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;c) Statements II, and IV are true&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;d) All the four statements are true&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;strong style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;Answer: (b) Statements I, II, and IV are true&lt;/strong&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;strong style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;2.&amp;nbsp;&lt;/strong&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;Name the person, who was the chief guest during the 45th Independence Day of Mauritius?&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;a) President of India, Pranab Mukherjee&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;b) Prime Minister of India, Dr. Manmohan Singh&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;c) UPA Chairperson, Sonia Gandhi&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;d) Chairperson of BJP, Lal Krishna Advani&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;strong style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;Answer: (a) President of India, Pranab Mukherjee&lt;/strong&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;strong style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;3.&lt;/strong&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;&amp;nbsp;India and Bhutan signed Currency Swap Agreement worth 100 million Dollars. Which of the following statements in context of the statement are true?&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;I. It enables RMAB (Royal Monetary Authority of Bhutan to make withdrawals of US dollar, euro or Indian rupee in multiple tranches up to a maximum of 100 million dollars or its equivalent.&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;II. The swap agreement is intended to provide a precaution line of funding for SAARC member countries to meet any balance of payments and liquidity crisis till longer term arrangements are made or if there is need for short-term liquidity due to market turbulence.&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;III. The arrangement would be for a three-year period and would help bring financial stability in the region.&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;a) Statements I, and III are true&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;b) Statements I, and II are true&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;c) Statements II, and III are true&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;d) All the three statements are true&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;strong style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;Answer: (d) All the three statements are true&lt;/strong&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;strong style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;4.&amp;nbsp;&lt;/strong&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;China on 10 March 2013 unveiled its Government Restructuring Plan. Which of the statements in context of the restructuring plan are true?&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;I. The Ministry of Railways will be dissolved with the Ministry of Aviation. The commercial functions of the Ministry of Railways will be taken over by the Ministry of Aviation. The Ministry of Aviation will be the in-charge of development and planning of the Chinese railways.&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;II. The National Family Planning Commission will be merged with the Ministry of Health. It is important to note that National Family Planning Commission is that agency of China which controls the one-child policy.&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;III. The new Government Restructuring Plan of China will have focus on boosting the food and drug safety by combining the responsibilities and duties of various agencies into the General Administration of Food and Drug.&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;IV. There will be a merger of two main media watchdogs- the State Administration of Radio, Film and Television as well as the General Administration of Press and Publication.&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;a) Statements I, and III are true&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;b) Statements I, II and IV are true&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;c) Statements II, III and IV are true&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;d) All the four statements are true&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;strong style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;Answer: (c) Statements II, III, and IV are true&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important;&quot; /&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important;&quot; /&gt;5.&amp;nbsp;&lt;/strong&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;Iranian President Mahmoud Ahmadinejad and his Pakistani counterpart Asif Ali Zardari on 11 March 2013 launched a 7.5 billion dollar gas pipeline project which will link Iran&#39;s gas pipeline to that of Pakistan. Which of the following statements in context of the pipeline construction are true?&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;I. Iran has constructed 900 km of the 1600-km pipeline on its soil.&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;II. Both Iranian and Pakistani firms have undertaken the construction of the remaining part in Pakistan.&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;III. The project is completed by mid-2014, as scheduled; Iran will export 21.5 million cubic metres of natural gas to Pakistan on daily basis.&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;IV. The work on the Iranian side is almost complete and on 11 March 2013 saw the construction work start on the Pakistani side. The total of 1780km of pipeline is to be built in Pakistan by December 2014.&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;a) Statements I, and III are true&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;b) Statements I, II and III are true&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;c) Statements II, III and IV are true&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;span style=&quot;background-color: white; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;d) All the four statements are true&lt;/span&gt;&lt;br style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot; /&gt;&lt;strong style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;Answer: (b) Statements I, II, and III are true&lt;/strong&gt;&lt;br /&gt;
&lt;strong style=&quot;background-color: white; border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-family: Georgia, Arial, Helvetica, sans-serif; font-size: 14px; line-height: 24px; text-align: justify;&quot;&gt;&lt;strong style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important;&quot;&gt;6.&amp;nbsp;&lt;/strong&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;The India-UK Summit talks took place on 19 February 2013 in New Delhi during the official visit of British Prime Minister, David Cameron to India. During the talks several issues were discussed between the two nations, which of the following statements are true in context of the summit?&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;I. The two nations considered the results of India-UK Education Forum meeting which took place on 30 January 2013 in London.&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;II. India welcomed the British Council’s programme for providing digital English language materials for Indian learners.&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;III. Both India and UK created limitations over welcoming legitimate travellers, including students, tourists, visitors, business people or qualified workers.&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;IV. UK Prime Minister David Cameron committed to facilitate India with cutting edge British technology, civil and military, in accordance with the international obligations.&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;a) Statements I, II and III are true&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;b) Statements I, II and IV are true&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;c) Statements II, III and IV are true&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;d) All the four statements are true&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;strong style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important;&quot;&gt;Answer: (b) Statements I, II and IV are true&lt;/strong&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;strong style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important;&quot;&gt;7.&amp;nbsp;&lt;/strong&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;India and Republic of Portugal Signed a Social Security Agreement on 4 March 2013. Which of the following statements in context of the signed agreement are true?&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;I. The agreement was signed at New Delhi during the India visit of Paulo Sacadura Cabral Portas, Minister of State of Foreign Affairs of Portugal.&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;II. The bilateral social security agreement would help in taking advantage of the emerging employment opportunities and strengthening the trade and investments between the two countries.&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;III. For short term contract of up to 10 year, no social security contribution should be paid under the Portuguese law by the detached workers, in case they are making their contribution of the social security payment in India.&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;IV. In case an employee is sent to Republic of Portugal by an Indian Company from a third company then also the benefits of the agreement will be available to the Indian worker.&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;a) Statements I, II and III are true&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;b) Statements I, II and IV are true&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;c) Statements II, III and IV are true&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;d) All the four statements are true&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;strong style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important;&quot;&gt;Answer: (b) Statements I, II and IV are true&lt;/strong&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;strong style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important;&quot;&gt;8.&amp;nbsp;&lt;/strong&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Pranab Mukherjee and Sheikh Hasina Inaugurated Freight Train to Bangladesh. Which of the statements mentioned below in context of the event are true?&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;I. The locomotives and tank wagons being supplied to Bangladesh under 1800 million US Dollar line of credit that was provided by India.&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;II. The freight train was inaugurated at Dhaka cantonment railway station. The freight train comprised of twenty broad gauge tank wagons, two locomotives and one brake van.&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;III. Inauguration of the railway wagons as well as locomotives in Dhaka was a part of the implementation of 114 projects which were approved under the 800 million US dollar credit line provided by India to Bangladesh.&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;IV. Out of the total projects to be implemented, 12 are the railway projects which encompass four infrastructure development projects as well as eight rolling stock projects, which in turn will be implemented at an overall cost of 629 million US dollars approximately.&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;a) Statements I, and III are true&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;b) Statements I, II and IV are true&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;c) Statements II, and IV are true&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;d) All the four statements are true&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;strong style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important;&quot;&gt;Answer: (c) Statements II and IV are true&lt;/strong&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;strong style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important;&quot;&gt;9.&amp;nbsp;&lt;/strong&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Japan and US agreed on Free Trade Auto Exception in the month of March 2013. Which of the following statements in context of the Agreement true?&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;I. Agreement on exemptions for the auto industry in a thoughtful Pacific-wide free trade pact was reached, with Japan showing its readiness to announce its entry into negotiations.&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;II. Both the Countries agreed in principle that the US will be able to keep tariffs on car imports — 2.5 per cent for passenger cars and 25 per cent on trucks — for at least five to 10 years under the Trans-Pacific Partnership (TPP).&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;III. US auto sector also welcomed Japan’s entry, claiming Tokyo maintains non-tariff barriers on autos, and says a deal would give Japanese automakers unfettered access to their market, and allow them the same chances.&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;IV. The emerging pact could boost growth and set rules to govern trade in the dynamic but unwieldy region, which includes much of East Asia, as well as some American countries.&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;a) Statements I, and III are true&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;b) Statements I, II and IV are true&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;c) Statements II, and IV are true&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;d) All the four statements are true&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;strong style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important;&quot;&gt;Answer: (b) Statements I, II and IV are true&lt;/strong&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;strong style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important;&quot;&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important;&quot; /&gt;10.&amp;nbsp;&lt;/strong&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;India in the month of March 2013 proposed the idea of a hydrocarbon pipeline with Kazakhstan that is intended to bring fuel through a five-nation route.&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;I. The proposed pipeline would cover about 1500 kms (no study has yet been done), thus making it longer than the planned Turkmenistan-Afghanistan-Pakistan-India (TAPI) pipeline which will serve as the role model.&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;II. It will head from the former Silk Road caravanserai city of Shymkent, known today for oil refining, and enter Uzbekistan.&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;III. From there it will go to Afghanistan and then follow the route to be taken by the TAPI pipeline into India via Pakistan.&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;IV. It has the potential to be extended to Russia resolving the headache of transportation that has vexed Indian energy security managers when they scout for hydrocarbon collaboration with Moscow.&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;a) Statements I, and III are true&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;b) Statements I, II and IV are true&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;c) Statements II, and IV are true&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;d) All the four statements are true&lt;/span&gt;&lt;br style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important; font-weight: normal;&quot; /&gt;&lt;strong style=&quot;border-bottom-left-radius: 0px !important; border-bottom-right-radius: 0px !important; border-top-left-radius: 0px !important; border-top-right-radius: 0px !important;&quot;&gt;Answer: (b) All the four Statements are true&lt;/strong&gt;&lt;/strong&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/7524501237153213945/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://insightsofknowledge.blogspot.com/2013/03/quizzing-time.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/7524501237153213945'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/7524501237153213945'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/2013/03/quizzing-time.html' title='Quizzing Time-----'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-743665409159848013</id><published>2013-03-05T00:58:00.003+05:30</published><updated>2013-04-30T01:01:08.398+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="BANK Exams"/><category scheme="http://www.blogger.com/atom/ns#" term="Business Quiz"/><category scheme="http://www.blogger.com/atom/ns#" term="IAS Exam"/><category scheme="http://www.blogger.com/atom/ns#" term="Placement Papers"/><title type='text'>Useful words-</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-family: Georgia, Times New Roman, serif;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background: white; font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;Unbanked&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;-&lt;span style=&quot;background: white;&quot;&gt;A slang term for people who do not use banks or
banking institutions in any capacity. Unbanked persons generally pay for things
in cash or else purchase money orders. Unbanked persons also typically do not
have insurance, pensions or any other type of professional money-related
services.&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;background: white; mso-cellspacing: 0cm; mso-padding-alt: 0cm 0cm 0cm 0cm; mso-yfti-tbllook: 1184;&quot;&gt;
 &lt;tbody&gt;
&lt;tr&gt;
  &lt;td style=&quot;padding: 0cm 0cm 3.75pt 0cm;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr&gt;
  &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm;&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-family: Georgia, Times New Roman, serif;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-IN; mso-hansi-font-family: Calibri;&quot;&gt;Man-Year&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-IN; mso-hansi-font-family: Calibri;&quot;&gt; - A method of
  describing the amount of work done by an individual throughout the entire
  year. The man-year takes the amount of hours worked by an individual during
  the week and multiplies it by 52 (or the number of weeks worked in a year).
  The man-year calculated will be different for various industries depending on
  the average number of hours worked each week and the number of weeks worked
  per year.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;i&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: Georgia, Times New Roman, serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-family: Georgia, Times New Roman, serif;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Collaborative
Commerce (C-commerce)&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;-Optimization
of supply and distribution channels in order to capitalize upon the global
economy and use new technology efficiently.&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;i&gt;&lt;b&gt;&lt;span style=&quot;background-position: initial initial; background-repeat: initial initial; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: Georgia, Times New Roman, serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-family: Georgia, Times New Roman, serif;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background-position: initial initial; background-repeat: initial initial; font-size: 12pt; line-height: 115%;&quot;&gt;Noon Rate&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&amp;nbsp; -A term used
by the Bank of Canada to describe the foreign exchange rate between the U.S.
dollar and the Canadian dollar. The rate is released by 12:45pm EST by the Bank
of Canada on any given day, and is based on the trading that takes place from
11:59am to 12:01pm on that day. The noon rate is often used by companies as a
benchmark for translating financial statements.&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;&lt;i&gt;&lt;b&gt;&lt;span style=&quot;font-family: Georgia, Times New Roman, serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: Georgia, Times New Roman, serif;&quot;&gt;&lt;b&gt;Procyclic&lt;/b&gt;&lt;span style=&quot;background-position: initial initial; background-repeat: initial initial;&quot;&gt; -A condition of positive correlation between the
value of a good, a service or an economic indicator and the overall state of
the economy. In other words, the value of the good, service or indicator tends
to move in the same direction as the economy, growing when the economy grows
and declining when the economy declines.&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;br /&gt;

  &lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/743665409159848013/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://insightsofknowledge.blogspot.com/2013/03/useful-words.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/743665409159848013'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/743665409159848013'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/2013/03/useful-words.html' title='Useful words-'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-4756916961359422420</id><published>2013-02-04T12:29:00.000+05:30</published><updated>2013-03-09T12:29:47.935+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="BANK Exams"/><category scheme="http://www.blogger.com/atom/ns#" term="Banks"/><category scheme="http://www.blogger.com/atom/ns#" term="IAS Exam"/><category scheme="http://www.blogger.com/atom/ns#" term="Placement Papers"/><title type='text'>Marketing Terms-</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;![endif]--&gt;

&lt;br /&gt;
&lt;em&gt;&lt;b&gt;Consumer buyers:&lt;/b&gt;&lt;/em&gt; Consumer buyers are those who purchase
items for their personal consumption&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Consumer durables:&lt;/b&gt;&lt;/em&gt; Consumer durables have low volume but
high unit value. Consumer durables are often further divided into White goods
(e.g. fridge freezers; cookers; dishwashers; microwaves) and Brown goods (e.g.
DVD players; games consoles; personal computers)&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Consumer markets:&lt;/b&gt;&lt;/em&gt; Consumer markets are the markets for
products and services bought by individuals for their own or family use&lt;br /&gt;


&lt;strong&gt;Consumer Price Index: &lt;/strong&gt;It is a price index covering the
prices of consumer goods.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Consumer Price Index: &lt;/b&gt;&lt;/em&gt;It is a price index that features the
rates of consumer goods&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Contingency Fund: &lt;/b&gt;&lt;/em&gt;It is more or less similar to that extra
little bit of savings that all mothers set aside in case of an emergency.
Likewise, the government has created this fund to help it tide over difficult
situations. The fund is at the disposal of the President to meet unforeseen and
urgent expenditure, pending approval from Parliament. The amount that is
withdrawn from the fund is recouped.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Continuous market&lt;/b&gt;&lt;/em&gt; &lt;em&gt;&lt;b&gt;research: &lt;/b&gt;&lt;/em&gt;Continuous
research involves interviewing the same sample of people, repeatedly&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Core product:&lt;/b&gt;&lt;/em&gt; The set of problem-solving or need-meeting
benefits that customers are buying when they purchase a product. Customers are
rarely prepared to pay a premium for these elements of a product.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Countervailing Duties (CVD): &lt;/b&gt;&lt;/em&gt;This is levied on imports that
may lead to price rise in the domestic market. It is imposed with the intention
of discouraging unfair trading practices by other countries.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;CRR&lt;/b&gt;&lt;/em&gt; means Cash Reserve Ratio. Banks in India are required to
hold a certain proportion of their deposits in the form of cash. However,
actually Banks don&#39;t hold these as cash with themselves, but deposit such case
with Reserve Bank of India (RBI)/ currency chests, which is considered as
equivalent to holding cash with RBI. This minimum ratio (that is the part of
the total deposits to be held as cash) is stipulated by the RBI and is known as
the CRR or Cash Reserve Ratio. Thus, when a bank&#39;s deposits increase by Rs 100,
and if the cash reserve ratio is 6%, the banks will have to hold additional Rs
6 with RBI and Bank will be able to use only Rs 94 for investments and lending/
credit purpose. Therefore, higher the ratio (i.e. CRR), the lower is the amount
that banks will be able to use for lending and investment. This power of RBI to
reduce the lendable amount by increasing the CRR, makes it an instrument in the
hands of a central bank through which it can control the amount that banks
lend. Thus, it is a tool used by RBI to control liquidity in the banking
system.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Current Account Deficit: &lt;/b&gt;&lt;/em&gt;This deficit shows the difference
between the nation&#39;s exports and imports.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Current Account Surplus: &lt;/b&gt;&lt;/em&gt;Excess of receipts over expenditure
on current account in a country&#39;s balance of payments.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Custom Duties: &lt;/b&gt;&lt;/em&gt;These duties are levied on goods whenever
they are either brought into the country or exported from the country. The
importer or the exporter pays custom duties.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Customer demand:&lt;/b&gt;&lt;/em&gt; Consumer demand is a want for a specific
product supported by an ability and willingness to pay for it.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Customer loyalty:&lt;/b&gt;&lt;/em&gt; Feelings or attitudes that incline a
customer either to return to a company, shop or outlet to purchase there again,
or else to re-purchase a particular product, service or brand.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Demand For Grants: &lt;/b&gt;&lt;/em&gt;It is a statement of estimate of
expenditure from the Consolidated Fund. This requires approval of the Lok
Sabha.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Direct marketing:&lt;/b&gt;&lt;/em&gt; The planned recording, analysis and
tracking of customer behaviour to develop a relational marketing strategies&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Direct Taxes: &lt;/b&gt;&lt;/em&gt;Taxes paid directly by the person or
organisation on whom they are levied. Income Tax and Corporate Tax fall under
this tax category&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Disinvestment: &lt;/b&gt;&lt;/em&gt;It is the dilution of government&#39;s stake in
Public Sector Undertakings.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Early adopters:&lt;/b&gt;&lt;/em&gt; People who choose new products carefully and
are often consulted by people from the remaining adopter categories&lt;br /&gt;


&lt;em&gt;&lt;b&gt;ECB:&lt;/b&gt; &lt;/em&gt;External Commercial Borrowing&lt;br /&gt;


&lt;em&gt;&lt;b&gt;E-commerce:&lt;/b&gt;&lt;/em&gt; The use of technologies such as the Internet,
electronic data exchange and industry extranets to streamline business
transactions&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Endorsement:&lt;/b&gt;&lt;/em&gt; The promotion of some kind of product recommendation
or affirmation, usually from a celebrity, implying to the potential customer
that a product is good&lt;br /&gt;


&lt;em&gt;&lt;b&gt;ESPO: &lt;/b&gt;&lt;/em&gt;Employee Stock Option Loan&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Excise duties: &lt;/b&gt;&lt;/em&gt;These duties refer to duties imposed on goods
manufactured within the country.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Finance Bill: &lt;/b&gt;&lt;/em&gt;It is the government&#39;s proposals for
imposition of new taxes, modification of the existing tax structure or
continuance of the existing tax structure beyond the period approved by
Parliament.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Fiscal Deficit: &lt;/b&gt;&lt;/em&gt;It is the difference between the Revenue
Receipts and Total Expenditure.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Fiscal Policy: &lt;/b&gt;&lt;/em&gt;Fiscal policy is a change in government
expenditure and/or taxation designed to influence economic activity. These
changes are designed to control the level of aggregate demand in the economy.
Governments usually bring about changes in taxation, volume of spending, and
size of the budget deficit or surplus to affect public expenditure.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;FRBM Act: &lt;/b&gt;&lt;/em&gt;Enacted in 2003, the Fiscal Responsibility and
Budget Management Act required the elimination of revenue deficit by 2008-09.
This means that from 2008-09, the government was to meet all its revenue
expenditure from its revenue receipts. Any borrowing was to be done to meet
capital expenditure i.e. repayment of loans, lending and fresh investment. The
Act also mandates a 3% limit on the fiscal deficit after 2008-09; one that
allows the government to build capacities in the economy without compromising
on fiscal stability.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Fringe Benefit Tax (FBT): &lt;/b&gt;&lt;/em&gt;It is the tax levied on the
‘fringe benefit&#39; / perks given by a company to its employees. Companies could
no longer get away with marking such expenses as ‘ordinary business expenses&#39;
and escape tax when they actually gave out club memberships to their employees.
Employers had to now pay a tax (FBT) on a percentage of the expense incurred on
such perquisites. This tax was introduced in the 2005-06 budget.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Gender segmentation: &lt;/b&gt;&lt;/em&gt;The segmentation of markets based on
the sex of the customer. The cosmetic industry is a good example of widespread
use of gender segmentation, Geographic segmentation, Geographic segmentation
divides markets into different geographical units&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Gross Domestic Product: &lt;/b&gt;&lt;/em&gt;Total market value of the goods and
services manufactured within the country in a financial year. GROSS NATIONAL
PRODUCT Total market value of the finished goods and services manufactured
within the country in a given financial year, plus income earned by the local
residents from investments made abroad, minus the income earned by foreigners
in the domestic market.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Growth stage:&lt;/b&gt;&lt;/em&gt; The stage at which a product&#39;s sales rise
rapidly and profits reach a&lt;br /&gt;


&lt;em&gt;&lt;b&gt;GST: &lt;/b&gt;&lt;/em&gt;A GST (Goods and Services Tax) contains the entire
element of tax borne by a good / service including a Central and a state-level
tax.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Income Tax: &lt;/b&gt;&lt;/em&gt;This is the tax levied on individual income from
various sources like salaries, investments, interest, etc.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Indirect Taxes: &lt;/b&gt;&lt;/em&gt;Taxes imposed on goods manufactured,
imported or exported such as Excise Duties and Custom Duties.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Inflation:&lt;/b&gt;&lt;/em&gt; A progressive increase in prices of goods and
services. It is the percentage rate of change in the price level. In inflation,
everything tends to appear more valuable except money.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Internal marketing:&lt;/b&gt;&lt;/em&gt; The process of eliciting support for a
company and its activities among its own employees, in order to encourage them
to promote its goals. This process can happen at a number of levels, from
increasing awareness of individual products or marketing campaigns, to
explaining overall business strategy.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Laggards&lt;/b&gt;&lt;/em&gt;: The group of consumers who are typically last to
buy a new product&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Marginal Standing Facility Rate:&lt;/b&gt;&lt;/em&gt;&amp;nbsp; Under this scheme,
Banks will be able to borrow upto 1% of their respective Net Demand and Time
Liabilities&quot;.&amp;nbsp; The rate of interest on the amount accessed from this
facility will be 100 basis points (i.e. 1%)&amp;nbsp; above the repo rate. This
scheme is likely to reduce volatility in the overnight rates and improve
monetary transmission.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Market segmentation: &lt;/b&gt;&lt;/em&gt;Segmentation involves subdividing
markets, channels or customers into groups with different needs, to deliver
tailored propositions which meet these needs as precisely as possible.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Market targeting:&lt;/b&gt;&lt;/em&gt; Market targeting is the process of
evaluating each market segment and selecting the most attractive segments to
enter with a particular product or product line.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Marketing:&lt;/b&gt;&lt;/em&gt; The all-embracing function that links the
business with customer needs and wants in order to get the right product to the
right place at the right time&quot;&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Minimum Alternate Tax (MAT): &lt;/b&gt;&lt;/em&gt;It&#39;s known that a company pays
tax on profits as per the Income-Tax Act. If a company&#39;s tax liability is less
than 10% of its profits, it has to pay a minimum alternate tax of 10% of the
book profits.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;MODVAT: &lt;/b&gt;&lt;/em&gt;It stands for Modified Value Added Tax and is a way
of giving some relief to the final manufacturers of goods on Excise Duties
borne by their suppliers.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Monetized Deficit: &lt;/b&gt;&lt;/em&gt;Measures the level of support the RBI
provides to the Centre&#39;s borrowing program.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;National Debt: &lt;/b&gt;&lt;/em&gt;Total outstanding borrowings of the central
government exchequer.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Non-Plan Expenditure: &lt;/b&gt;&lt;/em&gt;Expenses that don&#39;t form a part of the
government&#39;s five year plan. These expenses consist of Revenue and Capital
Expenditure on interest payments, Defense Expenditure, subsidies, postal
deficit, police, pensions, economic services, loans to public sector
enterprises and loans as well as grants to State governments, Union territories
and foreign governments.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Non-Tax Revenue: &lt;/b&gt;&lt;/em&gt;Any loan given to state governments, public
institutions, PSUs come with a price (interests) and forms the most important
receipts under this head apart from dividends and profits received from PSUs.
The government also earns from the various services including public services
it provides.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Peak Rate: &lt;/b&gt;&lt;/em&gt;it is the highest rate of Custom Duty applicable
on an item.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Per capita income: &lt;/b&gt;&lt;/em&gt;The national income of a country, or
region, divided by its population.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Performance Budget: &lt;/b&gt;&lt;/em&gt;it is a compilation of programs and
activities of different ministries and departments.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Plan Expenditure: &lt;/b&gt;&lt;/em&gt;Consists of both Revenue Expenditure and
Capital Expenditure of the Center on the Central Plan, Central Assistance to
States and Union Territories.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Plan Outlay: &lt;/b&gt;&lt;/em&gt;Plan Outlay is the amount for expenditure on
projects, schemes and programmes announced in the Plan. The money for the Plan
Outlay is raised through budgetary support and internal and extra-budgetary resources.
The budgetary support is also shown as plan expenditure in government accounts.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Primary Deficit: &lt;/b&gt;&lt;/em&gt;Fiscal Deficit minus Interest payments&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Product life cycle&lt;/b&gt;&lt;/em&gt;: The course of a product&#39;s sales and
profitability over its lifetime. The model describes five stages, each of which
represents a different opportunity for the marketer:&amp;nbsp; - Development,
Introduction, Growth, Maturity, Decline.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Product&lt;/b&gt;&lt;/em&gt;: A product is defined as anything that is capable of
satisfying customer&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Progressive Tax Structure: &lt;/b&gt;&lt;/em&gt;a tax structure in which the
marginal tax rate increases as the level of income increases.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Promotion&lt;/b&gt;&lt;/em&gt;: One of the four &quot;P&#39;s&quot; of the marketing
mix. Promotion is all about&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Proportional Tax: &lt;/b&gt;&lt;/em&gt;a tax taking the same percentage of income
regardless of the level of income.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Public Account: &lt;/b&gt;&lt;/em&gt;it is an account where money received
through transactions not relating to consolidated fund is kept.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Public Debt: &lt;/b&gt;&lt;/em&gt;The difference between borrowings and
repayments during the year is the net accretion to the public debt. Public debt
can be split into two heads, internal debt (money borrowed within the country)
and external debt (funds borrowed from non-Indian sources).&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Regressive Tax: &lt;/b&gt;&lt;/em&gt;a tax in which the poor pay a larger
percentage of income than the rich. It is the opposite of Progressive Tax.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Repo (Repurchase) rate: &lt;/b&gt;&lt;/em&gt;It&lt;em&gt;&lt;b&gt; &lt;/b&gt;&lt;/em&gt;is the rate at
which the RBI lends shot-term money to the banks against securities. When the
repo rate increases borrowing from RBI becomes more expensive.&amp;nbsp; Therefore,
we can say that in case,&amp;nbsp; RBI wants to make it more expensive for the
banks to borrow money, it increases the repo rate; similarly, if it wants to
make it cheaper for banks to borrow money, it reduces the repo rate.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Revenue budget: &lt;/b&gt;&lt;/em&gt;Consists of Revenue Receipts and Revenue
Expenditure of the government.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Revenue Deficit: &lt;/b&gt;&lt;/em&gt;It is the difference between Revenue
Expenditure and Revenue Receipts.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Revenue Surplus: &lt;/b&gt;&lt;/em&gt;Opposite of Revenue Deficit, it is the
excess of Revenue Receipts over Revenue Expenditure.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Reverse Repo rate&lt;/b&gt;&lt;/em&gt; is the rate at which banks park their
short-term excess liquidity with the RBI.&amp;nbsp; The banks use this tool when
they feel that they are stuck with excess funds and are not able to invest
anywhere for reasonable returns. An increase in the reverse repo rate means
that the RBI is ready to borrow money from the banks at a higher rate of
interest. As a result, banks would prefer to keep more and more surplus funds
with RBI.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Revised Estimates: &lt;/b&gt;&lt;/em&gt;usually given in the following budget, it
is the difference between the Budget Estimates and the actual figures.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;SEBI: &lt;/b&gt;&lt;/em&gt;Securities and Exchange Board of India&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Securities Transaction Tax (STT): &lt;/b&gt;&lt;/em&gt;STT is a small tax you
need to pay on the total amount you pay or receive in a share deal. In the
2004-05 Budget, the government did away with the tax on profits earned on the
sale of shares held for over a year (known as long-term capital gains tax) and
replaced it with STT.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;SLR:&lt;/b&gt;&lt;/em&gt; Statutory Liquidity Ratio. Every bank is required to
maintain at the close of business every day, a minimum proportion of their Net
Demand and Time Liabilities as liquid assets in the form of cash, gold and
un-encumbered approved securities. The ratio of liquid assets to demand and
time liabilities is known as Statutory Liquidity Ratio (SLR).&amp;nbsp; RBI is
empowered to increase this ratio up to 40%.&amp;nbsp; An increase in SLR&amp;nbsp; also
restrict the bank&#39;s leverage position to pump more money into the economy&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Special Economic Zone Scheme:&lt;/b&gt;&lt;/em&gt; A new export promotion scheme
entitled ‘Special Economic Zone&#39; (SEZ) was introduced in the Export and Import
(EXIM) Policy which came into effect from 1.4.2000. The Scheme envisages a
simple and transparent policy and procedure for promotion of exports with
minimum paper work. The most important feature of the Scheme is that the SEZ
area is considered essentially as a foreign territory for the purposes of trade
operations, duties &amp;amp; tariffs. Therefore, goods supplied to SEZ from the
Domestic Tariff Area (DTA) are treated as deemed exports and goods brought from
SEZ to DTA are treated as imported goods.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Subsidies: &lt;/b&gt;&lt;/em&gt;Financial aid provided by the Center to
individuals or a group of individuals to be competitive. The grant of subsidies
is also aimed at improving their skills of those who benefit from the
subsidies.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Subvention: &lt;/b&gt;&lt;/em&gt;This is how a government bears the loss that
financial institutions incur when asked to give farmer loans below the market
rates.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Surcharge: &lt;/b&gt;&lt;/em&gt;This is an extra bit of 10% on the tax liability
that individuals pay for earning more than Rs. 10 lakh. Companies with revenue
of up to Rs. 1 crore are spared.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;TRAI:&lt;/b&gt;&lt;/em&gt; Telecom Regulatory Authority of India&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Treasury Bill (T-BILLS): &lt;/b&gt;&lt;/em&gt;These are bonds (debt securities)
with maturity of less than a year. These are issued to meet short-term
mismatches in receipts and expenditure.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;VAT: &lt;/b&gt;&lt;/em&gt;This tax is based on the difference between the value
of output and the value of inputs used to produce it. The aim here is to tax a
firm only for the value it adds to the manufacturing inputs, and not the entire
input cost. Thus, VAT helps avoid a cascading of taxes as a product passes
through different stages of production/value addition.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Vote On Account: &lt;/b&gt;&lt;/em&gt;It is a sort of interim budget where the
government presents accounts required to keep the process on until the next
government takes over.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Ways And Means Advance (WMA): &lt;/b&gt;&lt;/em&gt;RBI is the banker for both
Central and State governments. Hence, it provides a breather to manage
mismatches in their receipts and payments in the form of ways and means
advances.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;What is the Union Budget?: &lt;/b&gt;&lt;/em&gt;The Union Budget is the annual
report of India as a country. It contains the government of India&#39;s revenue and
expenditure for the end of a particular fiscal year, which runs from April 1 to
March 31. The Union Budget is the most extensive account of the government&#39;s
finances, in which revenues from all sources and expenses of all activities
undertaken are aggregated. It comprises the revenue budget and the capital
budget. It also contains estimates for the next fiscal year.&lt;br /&gt;


&lt;em&gt;&lt;b&gt;Wholesale Price Index: &lt;/b&gt;&lt;/em&gt;Prices of goods that are dealt with
wholesale (mostly inputs to production, rather than finished commodities).&lt;br /&gt;


&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/4756916961359422420/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://insightsofknowledge.blogspot.com/2013/02/marketing-terms.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/4756916961359422420'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/4756916961359422420'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/2013/02/marketing-terms.html' title='Marketing Terms-'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-6398445081514608740</id><published>2013-01-15T00:05:00.000+05:30</published><updated>2013-03-08T00:06:47.118+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="BANK Exams"/><category scheme="http://www.blogger.com/atom/ns#" term="IAS Exam"/><category scheme="http://www.blogger.com/atom/ns#" term="Placement Papers"/><title type='text'>Useful terms-</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%;&quot;&gt;
&lt;strong&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 150%;&quot;&gt;Turnkey Cost&lt;/span&gt;&lt;/strong&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;- Costs and
expenditures that must be covered before a product or service is ready to be
sold and used. A turnkey cost may be a direct cost, such as materials, or an
indirect cost, such as administrative expenses and product engineering. Turnkey
costs are often quoted by manufacturers and real estate developers to describe
the costs required to complete a particular project.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Real Estate Investment Trust -REIT&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;-A security that sells like a stock
on the major exchanges and invests in real estate directly, either through
properties or mortgages. REITs receive special tax considerations and typically
offer investors high yields, as well as a highly liquid method of investing in
real estate.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Underwater
Mortgage&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; -A home
purchase loan with a higher balance than the free-market value of the home.
This situation prevents the homeowner from selling the home unless s/he has
cash to pay the loss out of pocket. It also prevents the homeowner from
refinancing in most cases. Thus, if the homeowner wants to sell the home
because s/he can&#39;t afford the mortgage payments anymore, perhaps because of a
job loss, the home will fall into foreclosure unless the borrower is able to
renegotiate the loan.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Gazunder&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; -A colloquial term used in the
United Kingdom for the practice of a buyer lowering his real estate purchase
offer below his previous offer when the transaction is already well under way.
A gazunder typically happens when the market is weak and/or when the seller is
coming from a position of weakness. &quot;Gazundering&quot; is not illegal, but
many people consider it unethical. The seller may be forced to accept the lower
price if it is a better option than continuing to pay the carrying costs on the
property or continuing to hold it in a declining market.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Tenants
By Entirety (TBE)&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;
-A method in some states by which married couples can hold the title to a
property. In order for one spouse to modify his or her interest in the property
in any way, the consent of both spouses is required by tenants by entirety. It
also provides that when one spouse passes away, the surviving spouse gains full
ownership of the property. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/6398445081514608740/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://insightsofknowledge.blogspot.com/2013/01/useful-terms.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/6398445081514608740'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/6398445081514608740'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/2013/01/useful-terms.html' title='Useful terms-'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-4265973875373103632</id><published>2012-09-15T11:09:00.002+05:30</published><updated>2012-09-15T11:09:40.557+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="BANK Exams"/><category scheme="http://www.blogger.com/atom/ns#" term="Banks"/><category scheme="http://www.blogger.com/atom/ns#" term="IAS Exam"/><category scheme="http://www.blogger.com/atom/ns#" term="Placement Papers"/><title type='text'>Oligopoly:</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;
&lt;span class=&quot;usercontent&quot;&gt;When a few FIRMS dominate a market. Often they can
together behave as if they were a single MONOPOLY, perhaps by forming a CARTEL.
Or they may collude informally, by preferring gentle NON-PRICE COMPETITION to a
bloody PRICE war. Because what one firm can do depends on what the other firms
do, the behaviour of oligopolists is hard to predict. When they do compete on
price, they may produce as much and charge as little as if they were in a
market with PERFECT COMPETITION.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/4265973875373103632/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/09/oligopoly.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/4265973875373103632'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/4265973875373103632'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/09/oligopoly.html' title='Oligopoly:'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-2987650734769789161</id><published>2012-09-13T11:05:00.000+05:30</published><updated>2012-09-15T11:08:05.959+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="BANK Exams"/><category scheme="http://www.blogger.com/atom/ns#" term="Banks"/><category scheme="http://www.blogger.com/atom/ns#" term="IAS Exam"/><category scheme="http://www.blogger.com/atom/ns#" term="Placement Papers"/><title type='text'>Financiaal Terms-4</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;color: black;&quot;&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
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&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;
&lt;span class=&quot;usercontent&quot;&gt;What is foreclosure?&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;usercontent&quot;&gt;Foreclosure is a legal procedure whereby property
pledged as security for a debt is sold by the lender to pay the debt in the
event of default in repayment.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;
&lt;span class=&quot;usercontent&quot;&gt;What is VAR?&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;usercontent&quot;&gt;VAR, Value Added Risk is a single number (currency
amount) which estimates the maximum expected loss of a portfolio over a given
time horizon (the holding period) and at a given confidence level.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;
&lt;span class=&quot;usercontent&quot;&gt;What is Securitization?&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;usercontent&quot;&gt;A process by which a single assets are transferred from
the balance sheet of the originator (bank) to a bankruptcy remote SVP (trust)
in return for an immediate cash payment.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/2987650734769789161/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/09/financiaal-terms-4.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/2987650734769789161'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/2987650734769789161'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/09/financiaal-terms-4.html' title='Financiaal Terms-4'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-8113438826964235832</id><published>2012-09-11T10:58:00.000+05:30</published><updated>2012-09-15T10:59:15.184+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="BANK Exams"/><category scheme="http://www.blogger.com/atom/ns#" term="Banks"/><category scheme="http://www.blogger.com/atom/ns#" term="IAS Exam"/><category scheme="http://www.blogger.com/atom/ns#" term="Placement Papers"/><title type='text'>Financial Terms-3</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;color: black;&quot;&gt;
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&lt;span class=&quot;usercontent&quot;&gt;Absolute advantage&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;usercontent&quot;&gt;This is the simplest yardstick of economic performance.
If one person, firm or country can produce more of something with the same
amount of effort and resources, they have an absolute advantage over other producers.
Being the best at something does not mean that doing that thing is the best way
to use your scarce economic resources. The question of what to specialise
in--and how to maximise the benefits from international trade--is best decided
according to comparative advantage. Both absolute and comparative advantage may
change significantly over time.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/8113438826964235832/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/09/financial-terms-3.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/8113438826964235832'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/8113438826964235832'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/09/financial-terms-3.html' title='Financial Terms-3'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-4998057491505140373</id><published>2012-09-08T10:52:00.000+05:30</published><updated>2012-09-15T10:56:30.298+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="BANK Exams"/><category scheme="http://www.blogger.com/atom/ns#" term="Business Quiz"/><category scheme="http://www.blogger.com/atom/ns#" term="IAS Exam"/><category scheme="http://www.blogger.com/atom/ns#" term="Placement Papers"/><title type='text'>Finacial Terms-2</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;span class=&quot;usercontent&quot;&gt;Arbitrage pricing theory&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;usercontent&quot;&gt;This is one of two influential economic theories of how
assets are priced in the financial markets. The other is the capital asset
pricing model. The arbitrage pricing theory says that the price of a financial
asset reflects a few key risk factors, such as the expected rate of interest,
and how the price of the asset changes relative to the price of a portfolio of
assets. If the price of an asset happens to diverge from what the theory says
it should be, arbitrage by investors should bring it back into line.&lt;/span&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/4998057491505140373/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/09/finacial-terms-2.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/4998057491505140373'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/4998057491505140373'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/09/finacial-terms-2.html' title='Finacial Terms-2'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-5006021833258623680</id><published>2012-09-05T23:46:00.000+05:30</published><updated>2012-09-14T23:46:33.733+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="BANK Exams"/><category scheme="http://www.blogger.com/atom/ns#" term="Banks"/><category scheme="http://www.blogger.com/atom/ns#" term="IAS Exam"/><category scheme="http://www.blogger.com/atom/ns#" term="Placement Papers"/><title type='text'>Financial Def--</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;span class=&quot;usercontent&quot;&gt;Autarky&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;usercontent&quot;&gt;The idea that a country should be self-sufficient and
not take part in international trade. The experience of countries that have
pursued this Utopian ideal by substituting domestic production for imports is
an unhappy one. No country has been able to produce the full range of goods
demanded by its population at competitive prices. Indeed, those that have tried
to do so have condemned themselves to inefficiency and comparative poverty,
compared with countries that engage in international trade.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/5006021833258623680/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/09/financial-def.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/5006021833258623680'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/5006021833258623680'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/09/financial-def.html' title='Financial Def--'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-8112910238423636689</id><published>2012-08-24T00:27:00.000+05:30</published><updated>2012-09-09T00:49:35.149+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Banks"/><category scheme="http://www.blogger.com/atom/ns#" term="Business Quiz"/><category scheme="http://www.blogger.com/atom/ns#" term="Quiz"/><title type='text'>Forbes World&#39;s Most Powerful Women 2012 </title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;br /&gt;
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&quot; style=&quot;color: black;&quot; /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;The annual Forbes ranking showcases
women making a difference in the realms of politics, business, finance,
entertainment and philanthropy. &lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
1. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Angela Merkel, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;Chancellor, Germany&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
2. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Hillary Clinton, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;Secretary of State, United States&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
3. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Dilma Rousseff, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;President, Brazil&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
4. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Melinda Gates, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;Co-Chair, Bill &amp;amp; Melinda Gates Foundation&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
5. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Jill Abramson, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;Executive Editor, New York Times Co.&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
6. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Sonia Gandhi, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;President, Indian National Congress, India&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
7. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Michelle Obama, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;First Lady, United States&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
8. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Christine Lagarde, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;Managing Director, International Monetary Fund&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
9. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Janet Napolitano, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;Secretary, Department of Homeland Security, United
States&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
10. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Sheryl Sandberg, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;COO, Facebook&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
11. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Oprah Winfrey, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;Entrepreneur, Personality&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
12. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Indra Nooyi, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;Chairman and CEO, PepsiCo&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
13. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Irene Rosenfeld, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;Chairman and CEO, Kraft Foods&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
14. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Lady Gaga, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;Musician, Philanthropist&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
15. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Virginia Rometty, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;President and CEO, IBM&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
16. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Cristina Fernandez de Kirchner, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;President, Argentina&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
17. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Ursula Burns, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;Chairman and CEO, Xerox&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
18. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Meg Whitman, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;CEO, Hewlett-Packard&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
19. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Aung San Suu Kyi, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;Chair and Parliamentarian, National League for
Democracy, Burma&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
20. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Maria das Graças Silva Foster, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;CEO, Petrobras-Petróleo Brasil&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
21. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Marissa Mayer, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;CEO, Yahoo&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
22. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Anne Sweeney, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;Co-Chair, Disney Media Networks, and President,
Disney/ABC Television Group, Walt Disney&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
23. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Diane Sawyer, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;Anchor of World News, ABC, Walt Disney&lt;/span&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;span style=&quot;color: black;&quot;&gt;
24. &lt;/span&gt;&lt;b style=&quot;color: black;&quot;&gt;Angela Braly, &lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;CEO, WellPoint&lt;/span&gt;&lt;br /&gt;
25. &lt;b&gt;Susan Wojcicki, &lt;/b&gt;Senior Vice President, Google&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/8112910238423636689/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/08/forbes-worlds-most-powerful-women-2012.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/8112910238423636689'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/8112910238423636689'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/08/forbes-worlds-most-powerful-women-2012.html' title='Forbes World&#39;s Most Powerful Women 2012 '/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-3381749596026603016</id><published>2012-06-08T18:04:00.000+05:30</published><updated>2012-06-11T18:12:54.337+05:30</updated><title type='text'>New innings of Sachin --</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;color: black;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;color: black; line-height: 150%; text-align: justify;&quot;&gt;
Master-Blaster &amp;nbsp;Sachin Tendulkar took oath as member of the Rajya
Sabha making it clear that his focus would be cricket and hinting at
concentrating on Parliament work after he stops playing the game.However, he
hastened to add that he does not want rumours to swirl that he has stopped
playing cricket for Parliament.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; line-height: 150%; margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;&quot;I believe in the last 22 years
of international cricket I have played, cricket has given me so many things in
life...&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;&quot;I always have this dream of
giving back to cricket... I strongly believe whatever I am today is because of
cricket,&quot; he said.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; margin-bottom: 0.0001pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;I do not have words to
say that it is bad or good for Indian Politics. But this happens in INDIA only,where
a sportsman who says that he would be devoting most of his time to the cricket
has been sworn in as MP of Rajya Sabha. It is similar to a person on the first
day of his job tells the boss that he has a personal business to take care of
and if he gets time out of it, he would try to work for the company. That
implied many things like &amp;nbsp;not only he is
getting the money for doing nothing also he is holding on to an important
position and not delivering what it demands.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/3381749596026603016/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/06/new-innings-of-sachin.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/3381749596026603016'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/3381749596026603016'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/06/new-innings-of-sachin.html' title='New innings of Sachin --'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-4422017823912193994</id><published>2012-06-07T15:11:00.000+05:30</published><updated>2012-06-07T15:16:53.561+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Placement Papers"/><category scheme="http://www.blogger.com/atom/ns#" term="Quiz"/><title type='text'>For --SSC</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div align=&quot;justify&quot; class=&quot;margin-t5 font12&quot; style=&quot;color: black;&quot;&gt;
&lt;b&gt;1.&lt;/b&gt; Marx belonged to&lt;br /&gt;
(a) Germany &lt;br /&gt;
(b) Holland&lt;br /&gt;
(c) France &lt;br /&gt;
(d) Britain&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
&lt;b&gt;The Correct option is – (a) Germany&lt;/b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;2.&lt;/b&gt; Which one of the following is the guardian of Fundamental Rights?&lt;br /&gt;
(a) Legislature &lt;br /&gt;
(b) Executive&lt;br /&gt;
(c) Political parties &lt;br /&gt;
(d) Judiciary&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;The Correct option is – (d) Judiciary&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;3.&lt;/b&gt; Sarkaria Commission was concerned with&lt;br /&gt;
(a) Administrative Reforms&lt;br /&gt;
(b) Electoral Reforms&lt;br /&gt;
(c) Financial Reforms&lt;br /&gt;
(d) Centre-State relations&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;The Correct option is – (d) Centre- State relations&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;4.&lt;/b&gt; The Speaker of the Lok-Sabha has to address his/her letter of resignation to&lt;br /&gt;
(a) Prime Minister of India&lt;br /&gt;
(b) President of India&lt;br /&gt;
(c) Deputy Speaker of Lok Sabha&lt;br /&gt;
(d) Minister of Parliamentary Affairs&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;The Correct option is – (c) Deputy Speaker of Lok Sabha.&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;5.&lt;/b&gt; A want becomes a demand only when it is backed by the&lt;br /&gt;
(a) Ability to purchase&lt;br /&gt;
(b) Necessity to buy&lt;br /&gt;
(c) Desire to buy&lt;br /&gt;
(d) Utility of the product&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;The Correct option is – (d) Utility of the product.&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;6.&lt;/b&gt; The terms “Micro Economics” and “Macro Economics” were coined by&lt;br /&gt;
(a) Alfred Marshall &lt;br /&gt;
(b) Ragner Nurkse&lt;br /&gt;
(c) Ragner Frisch &lt;br /&gt;
(d) J.M. Keynes&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;The Correct option is – (d) J.M keynes&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;7.&lt;/b&gt; During periods of inflation, tax rates should&lt;br /&gt;
(a) increase &lt;br /&gt;
(b) decrease&lt;br /&gt;
(c) remain constant &lt;br /&gt;
(d) fluctuate&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;The Correct option is – (a) increase&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;8.&lt;/b&gt; Which is the biggest tax paying sector in India?&lt;br /&gt;
(a) Agriculture sector&lt;br /&gt;
(b) Industrial sector&lt;br /&gt;
(c) Transport sector&lt;br /&gt;
(d) Banking sector&lt;br /&gt;
&lt;b&gt;The Correct option is -(b) industrial sector&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;9.&lt;/b&gt; “Economics is what it ought to be” – This statement refers to&lt;br /&gt;
(a) Normative economics&lt;br /&gt;
(b) positive economics&lt;br /&gt;
(c) Monetary economics&lt;br /&gt;
(d) Fiscal economics&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;The Correct option is – (a) Normative economics&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;10.&lt;/b&gt; The excess of price a person is to pay rather than forego the consumption of the commodity is called&lt;br /&gt;
(a) Price &lt;br /&gt;
(b) Profit&lt;br /&gt;
(c) Producers’ surplus&lt;br /&gt;
(d) Consumer’s surplus&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;The Correct option is – (c) producer’s Surplus&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Next-Series&lt;/b&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot; class=&quot;margin-t5 font12&quot;&gt;
&lt;strong&gt;1.&lt;/strong&gt; The art and science of map making is called&lt;br /&gt;

(a) Remote Sensing &lt;br /&gt;(b) Cartography&lt;br /&gt;(c) Photograrnmetry &lt;br /&gt;(d) Mapping&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (b) Cartography&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;2.&lt;/strong&gt; The age of the Earth can be determined by&lt;br /&gt;

(a) Geological Time Scale&lt;br /&gt;(b) Radio-Metric Dating&lt;br /&gt;(c) Gravity method&lt;br /&gt;(d) Fossilization method&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (b) Radio-Metric Dating &lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;3.&lt;/strong&gt; The monk who influenced Ashoka to embrace Buddhism was&lt;br /&gt;

(a) Vishnu Gupta &lt;br /&gt;(b) Upa Gupta&lt;br /&gt;(c) Brahma Gupta&lt;br /&gt;(d) Brihadratha&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is –( b) Upa Gupta&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;4.&lt;/strong&gt; The declaration that Democracy is a Government ‘of the people, by the people; for the people’ was made by&lt;br /&gt;

(a) George Washington&lt;br /&gt;(b) Winston Churchill&lt;br /&gt;(c) Abraham Lincoln&lt;br /&gt;(d) Theodore Roosevelt&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (c) Abraham Lincoln&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;5.&lt;/strong&gt; The Lodi dynasty was founded by&lt;br /&gt;

(a) Ibrahim Lodi &lt;br /&gt;(b) Sikandar Lodi&lt;br /&gt;(c) Bahlol Lodi &lt;br /&gt;(d) Khizr Khan&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (c) Bahlol Lodi&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;6.&lt;/strong&gt; Harshvardhana was defeated by&lt;br /&gt;

(a) Prabhakaravardhana&lt;br /&gt;(b) Pulakesin II&lt;br /&gt;(c) Narasimhasvarma Pallava&lt;br /&gt;(d) Sasanka&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (c) Narasimhasvarma Pallava&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;7.&lt;/strong&gt; Who among the following was an illiterate?&lt;br /&gt;

(a) Jahangir &lt;br /&gt;(b) ShahJahan&lt;br /&gt;(c) Akbar &lt;br /&gt;(d) Aurangazeb&lt;br /&gt;

&lt;strong&gt;The Correct option is – (c) Akbar&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;8.&lt;/strong&gt; Which Governor General is associated with Doctrine of Lapse?&lt;br /&gt;

(a) Lord Ripon&lt;br /&gt;(b) Lord Dalhousie&lt;br /&gt;(c) Lord Bentinck &lt;br /&gt;(d) Lord Curzon&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (b) Lord Dalhousie&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;9.&lt;/strong&gt;&amp;nbsp; India attained ‘Dominion Status’ on&lt;br /&gt;

(a) 15th January, 1947 &lt;br /&gt;(b) 15th August, 1947&lt;br /&gt;(c) 15th August, 1950 &lt;br /&gt;(d) 15th October, 1947&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (b) 15th August, 1947&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;10.&lt;/strong&gt; Despotism is possible in a&lt;br /&gt;

(a) One party state &lt;br /&gt;(b) Two party state&lt;br /&gt;(c) Multi Party state&lt;br /&gt;(d) Two and multi party state&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (a) One Party state&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;Next -Series&lt;/strong&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot; class=&quot;margin-t5 font12&quot;&gt;
&lt;strong&gt;1.&lt;/strong&gt; Which of the following Indonesian regions was a victim of massive earthquake in 2004?&lt;br /&gt;&lt;br /&gt;(a) Irian Jaya&lt;br /&gt;(b) Sumatra&lt;br /&gt;(c) Kalibangan&lt;br /&gt;(d) Java&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (b) Sumatra&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;2.&lt;/strong&gt; The first non-stop air-conditioned ‘DURANTO’ train was flagged oil’ between&lt;br /&gt;

(a) Sealdah — New Delhi&lt;br /&gt;(b) Mumbai — Howrah&lt;br /&gt;(c) Bangalore — Howrah&lt;br /&gt;(d) Chennai — New Delhi&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (a) Sealdah — New Delhi&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;3.&lt;/strong&gt; Which among the following agencies released the report, Economic Outlook for 2009-10 ?&lt;br /&gt;

(a) Planning Commission&lt;br /&gt;(b) PM’s Economic Advisory Council&lt;br /&gt;(c) Finance Commission&lt;br /&gt;(d) Reserve Bank of India&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The correct option is (b) PM’s Economic Advisory Council&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;4.&lt;/strong&gt; India and U.S. have decided to finalize agreements related to which of the following?&lt;br /&gt;

(a) Trade and Investment&lt;br /&gt;(b) Intellectual Property&lt;br /&gt;(c) Traditional Knowledge&lt;br /&gt;(d) All of the above&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (d) All of the above&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;5.&lt;/strong&gt; Which one o[ the following states does not form part of Narmada River basin?&lt;br /&gt;

(a) Madhya Pradesh &lt;br /&gt;(b) Rajasthan&lt;br /&gt;(c) Gujarat&lt;br /&gt;(d) Maharashtra&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (b) Rajasthan&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;6.&lt;/strong&gt; Which of the following countries has recently become the third largest market for Twitter?&lt;br /&gt;

(a) China &lt;br /&gt;(b) India&lt;br /&gt;(c) Brazil &lt;br /&gt;(d) Indonesia&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (b) India&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;7.&lt;/strong&gt; The exchange of commodities between two countries is referred as&lt;br /&gt;

(a) Balance of trade &lt;br /&gt;(b) Bilateral trade&lt;br /&gt;(c) Volume of trade &lt;br /&gt;(d) Multilateral trade&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (C) Volume of trade&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;8.&lt;/strong&gt; Soil erosion on hill slopes can he checked by&lt;br /&gt;

(a) Afforestation &lt;br /&gt;(b) Terrace cultivation&lt;br /&gt;(c) Strip cropr ‘ &lt;br /&gt;(d) Contour ploughing&lt;br /&gt;

&lt;strong&gt;The Correct option is – (b) Terrace cultivation.&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;9.&lt;/strong&gt; Who coined the word ‘Geography’?&lt;br /&gt;

(a) Ptolemy &lt;br /&gt;(b) Eratosthenes&lt;br /&gt;(c) Hacataus &lt;br /&gt;(d) Herodatus&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (b) Eratosthenes&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;10.&lt;/strong&gt; Which of the following is called the “ecological hot spot of India”?&lt;br /&gt;

(a) Western Ghats &lt;br /&gt;(b) Eastern Ghals&lt;br /&gt;(c) Western Himalayas&lt;br /&gt;(d) Eastern Himalayas&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (a) Western Ghats&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;Next -Series&amp;nbsp;&lt;/strong&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot; class=&quot;margin-t5 font12&quot;&gt;
&lt;strong&gt;Directions 
(1-5): In the following questions, out of the four alternatives, choose 
the one which can be substituted for the given words/ sentence.&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;1.&lt;/strong&gt; One who hides away on a ship to obtain a free passage&lt;br /&gt;

(a) Compositor &lt;br /&gt;(b) Stoker&lt;br /&gt;(c) Stowaway &lt;br /&gt;(d) Shipwright&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (c) Stowaway&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;2.&lt;/strong&gt; Clines available at a scene&lt;br /&gt;

(a) circumstantial &lt;br /&gt;(b) derivative&lt;br /&gt;(c) inferential &lt;br /&gt;(d) suggestive&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (a) circumstantial&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;3.&lt;/strong&gt; An unexpected piece of good fortune&lt;br /&gt;

(a) windfall &lt;br /&gt;(b) philanthropy&lt;br /&gt;(c) benevolence &lt;br /&gt;(d) turnstile&lt;strong&gt;&lt;br /&gt;&lt;br /&gt;The Correct option is – (a) windfall&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;4.&lt;/strong&gt; An emolument over and above fixed income or salary&lt;br /&gt;

(a) Honorarium &lt;br /&gt;(b) Sinecure&lt;br /&gt;(c) Perquisite &lt;br /&gt;(d) Prerogative&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (a) Honorarium&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;5.&lt;/strong&gt; The animals of a particular region&lt;br /&gt;

(a) Flora &lt;br /&gt;(b) Museum&lt;br /&gt;(c) Zoo &lt;br /&gt;(d) Fauna&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (d) Fauna&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;Directions
 (6-10): In the following questions, groups of four words are given. In 
each group, one word is correctly spelt. Find the correctly spelt word.&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;6.&lt;/strong&gt; (a) parapharnelia &lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; (b) parsimonious&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; (c) peccadilo &lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; (d) peadiatrics&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (b) parsimonious&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;7.&lt;/strong&gt; (a) measureable &lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; (b) manageable&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; (c) marriagable &lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; (d) manoevrable&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (b) manageable&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;8.&lt;/strong&gt; (a) tussel &lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; (b) tunnle&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; (c) tumble &lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; (d) trable&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (c) tumble&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;9.&lt;/strong&gt; (a) populus &lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; (b) pompuous&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; (c) prelious &lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; (d) presumptuous&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (d) presumptuous&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;10.&lt;/strong&gt; (a) impromptue &lt;br /&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; (b) illustrious &lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; (c) illusery &lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; (d) impetous&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (c) illusery&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;Next -Series&lt;/strong&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot; class=&quot;margin-t5 font12&quot;&gt;
&lt;strong&gt;Directions 
(1-5): In the following questions, out of the four alternatives, choose 
the one which best expresses the meaning of the given word.&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;1.&lt;/strong&gt; DEBACLE&lt;br /&gt;

(a) decline &lt;br /&gt;(b) downfall&lt;br /&gt;(c) discomfiture &lt;br /&gt;(d) degeneration&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (b) decline&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;2.&lt;/strong&gt; OSTRACISE&lt;br /&gt;&lt;br /&gt;(a) banish &lt;br /&gt;(b) belittle&lt;br /&gt;(c) beguile &lt;br /&gt;(d) besiege&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (a) banish&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;3.&lt;/strong&gt; PROPHYLACTIC&lt;br /&gt;

(a) antagonistic &lt;br /&gt;(b) toxic&lt;br /&gt;(c) preventive &lt;br /&gt;(d) purgative&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (c) preventive&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;4.&lt;/strong&gt; CODDLE&lt;br /&gt;

(a) huddle&lt;br /&gt;(b) satisfy&lt;br /&gt;(c) protect &lt;br /&gt;(d) cheat&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (b) Satisfy&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;5.&lt;/strong&gt; FLIMSY&lt;br /&gt;

(a) funny &lt;br /&gt;(b) irrational&lt;br /&gt;(c) weak &lt;br /&gt;(d) partisan&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (c) Weak&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;Directions
 (6-10): In the following questions, a part of the sentence is printed 
in bold. Below are given alternatives to the bold part at (a), (b) and 
(c) which may improve the sentence. Choose the correct alternative. In 
case no improvement is needed, your answer is (d).&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt;6.&lt;/strong&gt; To get into the building I’ll disguise as a reporter.&lt;br /&gt;

(a) disgutse to he &lt;br /&gt;(b) disguise as one&lt;br /&gt;(c) disguise myself &lt;br /&gt;(d) No improvement&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (c) disguise myself&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;7.&lt;/strong&gt; He denied that he had not forged my signature.&lt;br /&gt;

(a) would not forge &lt;br /&gt;(b) had forged&lt;br /&gt;(c) did not forge &lt;br /&gt;(d) No improvement&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (b) had forged&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;8.&lt;/strong&gt; If I had played well, I would have won the match.&lt;br /&gt;

(a) I played well &lt;br /&gt;(b) I play well&lt;br /&gt;(c) lam playing will &lt;br /&gt;(d) No improvement&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (d) No improvement&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;9.&lt;/strong&gt;
 Since the records are missing, the possibility of paying more than one 
compensation for the same piece of land cannot be ruled aside.&lt;br /&gt;

(a) out &lt;br /&gt;(b) off&lt;br /&gt;(c) away &lt;br /&gt;(d) No improvement&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (a) out&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;10.&lt;/strong&gt; A callous system generates nothing but a mica mope&lt;br /&gt;

(a) develops &lt;br /&gt;(b) induces&lt;br /&gt;(c) produces &lt;br /&gt;(d) No improvement&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;The Correct option is – (c) produces&lt;/strong&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
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&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; line-height: 150%;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;India successfully test-fired the
indigenously built Akash missile&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
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Capital Partners acquired the stake of Samir Kuckreja the co-owner of Nirula’s
to gain complete control over homegrown fast food chain&lt;/span&gt;&lt;/div&gt;
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Knight Riders beat Chennai Super Kings to win Indian Premier League Season 5&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;4.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Praveen Rana, the young Indian wrestler,
clinched the 66kg freestyle title on the final day of the first Hari Ram Indian
Grand Prix wrestling championship&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;5.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Sahara India Pariwar signed an agreement
with the Bangladesh government to design and develop a new city Notun Dhaka
(New Dhaka) on 28 May 2012&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;6.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Cyrus Mistry, the Chairman-designate of
Tata groups was appointed as an additional director on the board of Tata Steel
on 21 May 2012&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;7.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;he Andhra Pradesh High Court on 28 May
2012 invalidated the 4.5 per cent sub-quota for minorities carved out of the 27
per cent&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;8.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Tripura Industrial Development
Corporation (TIDC) on 28 May 2012 announced to set up North-East India’s fifth
Software Technology Park in Tripura&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;9.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;India’s third largest private sector
lender Axis Bank on 28 May 2012 signed an agreement with Ahli United Bank
B.S.C., Bahrain for remitting money from Bahrain to any person in India&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;10.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Rahul Bhattacharya, the Delhi-based
author, on 29 May 2012 won the prestigious Ondaatje Prize 2012 for his
book&amp;nbsp; The Sly Company of People Who Care.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;11.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Pakistan on 29 May 2012 successfully
test-fired a short-range Hatf 9 (Nasr) missile. The missile which has a range
of 60 kilometers&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;12.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Mark Webber of Red Bull raced ahead to
emerge victorious in the Monaco Grand Prix on 27 May 2012&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;13.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;India’s ace chess player Vishwanathan
Anand on 30 May 2012 claimed the FIDE ( Federation Internationale des Echec)
World Chess Title for the record fifth time&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;14.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;India’s leading telecom company Bharti
Airtel on 23 May 2012, acquired 49 per cent stake in Qualcomm’s broadband
wireless access&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;15.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;paniard Rafael Nadal defeated world no.
1 Novak Djokovic to claim his sixth Italian Open Title on 21 May 2012&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;16.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Russian tennis star Maria Sharapova
defeated Li Na of China to retain the Italian Open title on 20 May 2012&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;17.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Honda launched Dream Yuga, its first low
cost mass motorcycle in Indian market on 16 May 2012&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;18.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Jean-Marc Ayrault a moderate Socialist
took over as the France’s new Prime Minister on 16 May 2012&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;19.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Saurabh Chandra, Secretary, Department
of Industrial Policy and Promotion, was slated to hold the additional charge of
the post of Secretary of the Department of Commerce&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;20.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Malaysia defeated Pakistan to win the
Junior Hockey World Cup 2012.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;21.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;The Union Government of India appointed
Commerce Secretary Rahul Khullar as the new chairman of the Telecom Regulatory
Authority of India&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;22.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;akistan successfully test-fired Hatf III
Ghaznavi missile on 10 May 2012&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;23.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Vladimir Putin the former Russian Prime
Minister and the president of the United Russia Party took the oath as the
President of Russia&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;24.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;UTI Mutual Fund&#39;s Chief Marketing
Officer Jaideep Bhattacharya stepped down from his post&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;25.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Union Finance Minister Pranab Mukherjee
on 4 May 2012 was elected as Chair of the Asian Development Bank’s Board of
Governors&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;26.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Union Rural development Ministry of
India roped in National award winning actor Vidya Balan as the brand ambassador
for improving the state of sanitation in the country&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;27.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Seven-time World snooker champion
Stephen Hendry announced his retirement 1 May 2012 after losing in the
quarterfinals at the World Championships&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; line-height: 150%; margin-left: 0.5in; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;mso-list: Ignore;&quot;&gt;28.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;RBI
on 2 May 2012 published guidelines for implementation of the new global capital
adequacy norms, called Basel III, by March 2018&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;29.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;BV Vanchoo was appointed the Governor of
Goa on 28 April 2012. A 1976-batch IPS officer from West Bengal cadre&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;color: black; line-height: 150%; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;30.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;India&#39;s top-seeded snooker player Aditya
Mehta defeated compatriot and seven-time world champion Pankaj Advani to win
28th Asian snooker title.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/5551453309107773603/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/06/current-affairs-may-2012.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/5551453309107773603'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/5551453309107773603'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/06/current-affairs-may-2012.html' title='Current Affairs May-2012'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-7164441584293131894</id><published>2012-05-21T11:32:00.000+05:30</published><updated>2012-05-21T11:32:53.441+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="brand"/><category scheme="http://www.blogger.com/atom/ns#" term="Marketing Update"/><title type='text'>Positioning Strategies for Brands</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;color: black;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Positioning
is the pursuit of differential advantage.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Brands can create franchises of
loyal customers only when they are seen to be different in some way which is persuasive
for the target segment. Recall that famous article by Prof. Levitt, “Marketing
success through differentiation- of anything”. There is no such thing as a
commodity, he argues. All goods and services are differentiable.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;We know that as brands tend to
become physically similar – as the better mousetrap is followed by a dozen “me
too” mousetrap more or less equal in performance – the brand manager falls back
more and more on non-functional factors to distinguish his brand. Persuasive
differentiation becomes an increasingly difficult task.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;One of the major contributions of
positioning theories to marketing strategy has been in the ‘perceived space’ of
the prospect and to uncover the many opportunities for such perceived
differentiation based upon the capabilities of the product and its antecedents.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Positioning puts in the hands of the
brand manager an entire array of differentiating strategies. He must judge
which of these strategies can help him locate a niche in the market where his
brand may be perceived by his target segment as unique and where it will hold a
competitive advantage.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;These strategies revolve around different
aspects of the brand which can be expressed ss four questions posed on its
behalf.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Who am I?&lt;/span&gt;&lt;/div&gt;
&lt;ol start=&quot;1&quot; style=&quot;color: black;&quot; type=&quot;1&quot;&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;What am I?&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;For whom am I?&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Why Me?&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;The answer to these would determine
the brand’s position in the prospect’s mind.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/7164441584293131894/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/05/positioning-strategies-for-brands.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/7164441584293131894'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/7164441584293131894'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/05/positioning-strategies-for-brands.html' title='Positioning Strategies for Brands'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-2426363133250243056</id><published>2012-05-18T11:28:00.000+05:30</published><updated>2012-05-21T11:28:47.409+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="BANK Exams"/><category scheme="http://www.blogger.com/atom/ns#" term="Business Quiz"/><category scheme="http://www.blogger.com/atom/ns#" term="IAS Exam"/><title type='text'>GK</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;br /&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;1.
Which recently was appointed Governor of Uttarakhand Congress leaders.&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
(A) Aziz Qureshi (b) Rashid Alvi (c) MK Narayanan&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
2. India is a missile, destroying the enemy&#39;s radar system to increase the
ability to attack. L will. It will be the Sukhoi fighter plane. What is the
name of the missile?&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
(A) anti-radiation missile (ARM) (b) Fire 5 (c) Earth&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
3. President Pratibha Patil to visit Seychelles and South Africa have been.
Seychelles is a group of 116 Dbeepon, in which 15 people live. The population
is just over 90 thousand. What is the name of the President of Seychelles?&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
(A) James Alix Michel (b) Botrs Ghali (c) Henry Clinton&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
4. These days in a Rajya Sabha nomination is discussed cricketer Sachin
Tendulkar. But in 1978, which the player had turned down the Rajya Sabha to
nominate?&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
(A) Sanjay Manjrekar (b) Kapil Dev (c) Vijay Merchant&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
5. April days are over, the Jammu - Srinagar Jammu and Kashmir will be the
capital. It is known to move court. Maharaja Gulab Singh in the capital within
six months of 1872 was beginning to change. From May to October is the capital
Srinagar and Jammu from November to April. How many days takes to the capital.&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
(A) Three weeks (b) a week (c) two weeks&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
6. Indian Open badminton tournament men&#39;s singles title in South Korea which is
the player&#39;s name.&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
(A) Wan Shan Ho (b) Jui (c) Tantovi&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;&lt;br /&gt;
answer 1. (A) 2. (A) 3. (A) 4. (C) 5. (B) 6. (A)&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;
&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt;
&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt;
&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/2426363133250243056/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/05/gk.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/2426363133250243056'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/2426363133250243056'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/05/gk.html' title='GK'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-5588706096023489854</id><published>2012-05-17T11:19:00.000+05:30</published><updated>2012-05-21T11:20:13.324+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Banks"/><category scheme="http://www.blogger.com/atom/ns#" term="Current News"/><title type='text'>Indian Rupee plunged at historical lowest</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;color: black;&quot;&gt;
Indian Rupee plunged to its historic low mark of 54.56 against the 
U.S. dollar on 16 May 2012. At the Interbank Foreign Exchange market, 
the rupee opened sharply lower at 54.06 and plunged to all time low of 
54.56, surpassing the previous all-time low of 54.30 recorded in 
December 2011. It finally closed at 54.50.&lt;/div&gt;
&lt;div style=&quot;color: black;&quot;&gt;
A falling rupee will adversely affect the economy by raising the cost
 of imports, which in turn will hike the price of important items in the
 economy. The falling rupee is largely attributed to the factors like 
swelling trade deficit, which widened to over 10.9 per cent of gross 
domestic product in the fiscal years 2011-12, and grim economic outlook.&lt;/div&gt;
&lt;div style=&quot;color: black;&quot;&gt;
Rupee was not the only currency which fell down amidst the global 
pressure but many of the major currencies witnessed the same fate as the
 dollar was viewed by the investors as the safest bet.&amp;nbsp; While Euro hit 
its four-month low mark, dollar geared up for its highest level since 
September 2010.&lt;/div&gt;
&lt;div style=&quot;color: black;&quot;&gt;
C Rangrajan, the prime minister&#39;s economic advisory council chairman 
advocated the use of India&#39;s foreign exchange reserves to keep in check 
the consistent depreciation of the rupee against the dollar. India has a
 total of nearly 290 billion dollar as its foreign exchange reserves.&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/5588706096023489854/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/05/indian-rupee-plunged-at-historical.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/5588706096023489854'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/5588706096023489854'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/05/indian-rupee-plunged-at-historical.html' title='Indian Rupee plunged at historical lowest'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-2154897642411216722</id><published>2012-05-13T11:15:00.000+05:30</published><updated>2012-05-21T11:16:24.716+05:30</updated><title type='text'>ISHAQZAADE -A deadly romance!</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;color: black;&quot;&gt;
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&lt;/div&gt;
&lt;div style=&quot;color: black; line-height: 150%; text-align: justify;&quot;&gt;
&lt;em&gt;Ishaqzaade&lt;/em&gt; is a
love story set against the backdrop of two political families – the Qureshis
and the Chauhans – living in a small town called Almor in what looks like
Northern India. The patriarchs of both families are fighting to become the next
MLA, involving in caste politics to fill their vote bank. It’s an environment
of hooliganism and hatred.&lt;span id=&quot;more-104340&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; line-height: 150%; text-align: justify;&quot;&gt;
Parma Chauhan (Arjun Kapoor) and
Zoya Qureshi (Parineeti Chopra) too get involved in the fight for power and
supremacy. While Parmar wants to prove his worth to his grandfather, Zoya
harbours political ambitions. Can love bloom between these two gun-toting hot
blooded youngsters, amidst all the hatred and politics? It can and it does, as
one would have expected it to from the beginning. But it is the ‘how’ that
makes the film exciting.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; line-height: 150%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;The
chemistry between Arjun Kapoor and Parineeti Chopra is excellent. Parineeti
Chopra is outstanding! Watch her emote and deliver her dialogues. Parineeti
definitely has the &#39;ingredient&#39; to become the number one actress in Bollywood.
Arjun Kapoor is fantastic too. He does complete justice to his role. Gauhar
Khan is good and dances very well. Habib Faisal has managed to extract the best
performance from all other actors as well.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; line-height: 150%; margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;The overt thrust on violence doesn&#39;t
leave much scope for chemistry but the greenhorn cast must be applauded. Arjun
Kapoor&#39;s scoundrel Parma is believable. The scenestealer, however, is
Parineeti. The prop actress of &lt;i&gt;Ladies Vs Ricky Bahl&lt;/i&gt; gets to sink her
teeth in her first fullfledged heroine&#39;s role here. Watch her go, you won&#39;t
dismiss her as the &#39;other Chopra girl&#39; anymore.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/2154897642411216722/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/05/ishaqzaade-deadly-romance.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/2154897642411216722'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/2154897642411216722'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/05/ishaqzaade-deadly-romance.html' title='ISHAQZAADE -A deadly romance!'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-5602846363801576817</id><published>2012-05-11T11:22:00.000+05:30</published><updated>2012-05-21T11:22:36.350+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="BANK Exams"/><category scheme="http://www.blogger.com/atom/ns#" term="Banks"/><category scheme="http://www.blogger.com/atom/ns#" term="Current News"/><title type='text'>Hatf III Ghaznavi missile</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Pakistan successfully test-fired Hatf III Ghaznavi missile on 10 May 
2012. The missile has a range of 290 km and it can hit its target in 
India. The missile is capable of carrying nuclear warheads. The missile 
was launched at the conclusion of the annual field training exercise of 
Army Strategic Force Command.
&lt;br /&gt;
Pakistan conducts missile tests on routine basis. The Muslim nation 
over the past few years has developed a good stock of nuclear arsenals, 
raising the concern of world community. Pakistan like India is not a 
signatory to the NPT.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/5602846363801576817/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/05/hatf-iii-ghaznavi-missile.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/5602846363801576817'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/5602846363801576817'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/05/hatf-iii-ghaznavi-missile.html' title='Hatf III Ghaznavi missile'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-279864600155683322</id><published>2012-04-23T02:15:00.000+05:30</published><updated>2012-04-23T02:15:05.151+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ad"/><title type='text'>Bajaj Pulsar</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dy_U-NXXKSFK4T_RrjRT_TVB7VgyKYgNffuBC8HSIE9XLkIuoyPkUNtghPf9j2IzPGv28GZPvKowufs9nNg0g&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/279864600155683322/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/04/bajaj-pulsar.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/279864600155683322'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/279864600155683322'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/04/bajaj-pulsar.html' title='Bajaj Pulsar'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-8595789140547268866</id><published>2012-04-16T23:19:00.000+05:30</published><updated>2012-04-16T23:19:09.966+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="BANK Exams"/><category scheme="http://www.blogger.com/atom/ns#" term="Current News"/><category scheme="http://www.blogger.com/atom/ns#" term="IAS Exam"/><title type='text'>April,01-16</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;color: black; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;Samajwadi Party MLA Mata Prasad Pandey was
unanimously elected Speaker of the 16th Uttar Pradesh Assembly .&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;The Union Cabinet &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;gave its approval to the introduction of a
Bill seeking an amendment in the Registration of Births and Deaths Act, 1969 to
include registration of marriages as well, so that the existing administrative
mechanisms will be able to carry out such registration of marriages in
accordance with the specified procedures and be able to maintain necessary
records and statistics for registration of marriages also. The Cabinet also
approved introducing a Bill in Parliament to further amend the Anand Marriage
Act, 1909 to provide for registration of marriages under the Act. &lt;br /&gt;
&lt;br /&gt;
The proposed Bill is set to benefit the women from unnecessary harassment in
matrimonial and maintenance cases. It also seeks to provide evidentiary value
in the matters of custody of children, right of children born from the wedlock
of the two persons whose marriage is registered and the age of the parties to
the marriage.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;Credit rating agency Moody&#39;s downgraded the
local currency rating of ONGC to Baa1 from A2 and that of GAIL to Baa2 from A3.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;4.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;Union government approved Rs 30000 crore
bailout for Air India. Rs 6750 crore would be infused immediately to meet the
airline&#39;s working capital requirement.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;color: black; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;5.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;The 18-year-old Shiva Thapa (56kg category) on
11 April 2012 became the youngest Indian boxer to qualify for the Olympics.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; line-height: 115%; margin-left: 0.5in; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;6.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;The Supreme
Court of India upheld the constitutional validity of the &lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Right to
Education Act, 2009&lt;/span&gt;&lt;/em&gt;, which mandates 25 per cent free seats to the
poor in government and private unaided schools uniformly across the country.
The apex court clarified that its judgment will come into force from 12 April
2012. However, the act will apply uniformly to government and unaided private
schools except unaided private minority schools.&amp;nbsp;A three-judge bench of
Chief Justice S H Kapadia and justices K S Radhakrishnan and Swantanter Kumar
gave the ruling.Right to Education Act (RTE) was passed by the Indian
parliament on 4 August 2009.The act came into force on 1 April 2010. It&amp;nbsp;
has the provision of free and compulsory education for children between 6 and
14 in India under Article 21A of the Indian Constitution. India became one of
135 countries to make education a fundamental right of every child.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; line-height: 115%; margin-left: 0.5in; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;7.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;The Union
Cabinet approved a proposal to set up a Special Purpose Vehicle (SPV) for Goods
and Services Tax Network (GSTN) to help facilitate the smooth introduction of
the new indirect tax regime.GSTN SPV is to be incorporated as Section 25
not-for-profit private limited company in which strategic control would be held
by the Centre. It will provide IT infrastructure and services to various
stakeholders including the Centre and states.The SPV will have an equity
capital of Rs 10 crore, with both the Centre and states having stakes of 24.5
per cent each. Non government institutions would hold 51 per cent equity.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;color: black; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;8.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;Union government made it mandatory for
individuals with income above Rs 10 lakh to file their tax returns 2011-12
onwards electronically.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;9.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;Myanmar&#39;s pro-democracy leader Aung San Suu
Kyi on 1 April 2012 won a parliamentary seat in a historic by-election. It set
the stage for her to take public office for the first time. Her party National
League for Democracy (NLD) won 43 seats.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;color: black; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;10.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;Geeta Kumari, the woman wrestler, won a gold
in 55kg category at the ongoing Asian qualifying tournament in Astana.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;color: black; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;11.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;Coal India Limited ( CIL) appointed S Narsing
Rao as its full time Chairman and Managing Director.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; line-height: 115%; margin-left: 0.5in; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;12.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;SEBI issued
broad guidelines on Algorithmic Trading based on recommendations of technical
advisory committee (TAC) &amp;amp; secondary market advisory committee (SMAC)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;color: black; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;13.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;US Senate on 30 March 2012 confirmed career
diplomat Nancy Powell as ambassador to India.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;color: black; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;14.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;Chandigarh girl Vanya Mishra crowned as the
Pantaloons Femina Miss India World 2012 in the grand finale of the 49th edition
of the beauty pageant on 30 March 2012 in Mumbai.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/8595789140547268866/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/04/april01-16.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/8595789140547268866'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/8595789140547268866'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/04/april01-16.html' title='April,01-16'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-3353273963913188361</id><published>2012-04-01T02:06:00.000+05:30</published><updated>2012-04-08T02:12:07.622+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="BANK Exams"/><title type='text'>Important interview Ques. 4 Banks</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h3 class=&quot;post-title entry-title&quot; itemprop=&quot;name&quot;&gt;

&lt;br /&gt;
&lt;/h3&gt;
&lt;div class=&quot;post-header&quot;&gt;


&lt;/div&gt;
&lt;ol start=&quot;1&quot; type=&quot;1&quot;&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;What      do you know BASEL norms?&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;What      is CAR? (Capital Adequacy Ratio)&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;What      is IMF?&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;What      is ULIP?&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;What      is microfinance?&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;What      is Bank rate?&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Repo      Rate and Reverse Repo rate?&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;What      is SEBI?&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;What      is the current CRR and SLR?&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;What      is inflation and deflation?&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;What      is mutual fund?&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;What is Nostro &amp;amp; Vostro Accounts? &lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Differences      you see in a private and public bank.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;What      is forex?&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Have      you heard about KYC? what is KYC?&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;About Credit Rating &amp;amp; Credit rating Agency?&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&amp;nbsp;What is Lead Bank Scheme?&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Financial Inclusion.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;what is special Drawing Rights SDR? &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/3353273963913188361/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/04/important-interview-ques-4-banks.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/3353273963913188361'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/3353273963913188361'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/04/important-interview-ques-4-banks.html' title='Important interview Ques. 4 Banks'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-8358291185796566155</id><published>2012-03-31T02:03:00.000+05:30</published><updated>2012-04-08T02:03:22.524+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="BANK Exams"/><category scheme="http://www.blogger.com/atom/ns#" term="Placement Papers"/><title type='text'>Important OnE-</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;Cost-push inflation&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt; is a type of inflation caused by
substantial increases in the cost of important goods or services where no
suitable alternative is available.&lt;br /&gt;
&lt;br /&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Demand-pull inflation&lt;/b&gt; is asserted to
arise when aggregate demand in an economy outpaces aggregate supply.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Low
Inflation&lt;/b&gt; is a phenomenon when the prices of goods and services do not
increase rapidly. This situation is not much harmful for any economy because it
could be controlled by the adoption of certain measures unlike high inflation
which is almost uncontrollable.&lt;br /&gt;
&lt;br /&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Stagflation&lt;/b&gt; is a situation in which
the inflation rate is high and the economic growth rate slows down and
unemployment remains steadily high.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://insightsofknowledge.blogspot.com/feeds/8358291185796566155/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/03/important-one.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/8358291185796566155'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5234464612319709354/posts/default/8358291185796566155'/><link rel='alternate' type='text/html' href='http://insightsofknowledge.blogspot.com/2012/03/important-one.html' title='Important OnE-'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/13481184235922801217</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5234464612319709354.post-7562681218362019219</id><published>2012-03-28T01:52:00.000+05:30</published><updated>2012-04-08T01:53:21.339+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="brand"/><category scheme="http://www.blogger.com/atom/ns#" term="Marketing Update"/><title type='text'>Amazon.com-Brand built on cost advantege</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Amazon.com’s
low price was achieved through structural cost advantage as well. Running a
bookstore requires heavy capital investments and involves high fixed costs
because books are bulky items that require physical display and storage space.
Jeff Bezos’ genius was in moving the bookstore online.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: black; line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;ln the virtual world, you can
display millions of books but not incur the kinds of fixed costs that would
handicap any start-up. And Amazon.com also made arrangements to have orders
shipped directly from publishers’ warehouses to the customer, thereby saving it
a lot of money on warehousing. This structural cost advantage turned Amazon.com
into the world’s No. I online book retailer and the world’s largest bookstore.
While Dell’s strategy was to remove the middlemen from the equation,
Amazon.com’s strategy was to insert itself as the middleman between the
publishers and the customers using its virtual bookstore. But what both Dell
and Amazon.com have done is to remove a very high-cost component from the
business model and in Amazon.com’s case, it is the physical bookstore and the
warehouse. Like Dell, however, Amazon.com is now using its well-established
distribution channel to sell other items like CDs, DVDs, VCDs, etc. We feel it
should stay focused on books because line-extending will dilute its focus and
harm it in the longer run. But that’s another story for another time.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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