<?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-8087680151500365065</id><updated>2024-08-29T16:40:30.740-07:00</updated><category term="formative assessment"/><category term="feedback"/><category term="Susan M. Brookhart"/><category term="How to Give Effective Feedback to Your Students"/><category term="How to Gvie Effective Feedback to Your Students"/><category term="Jan Chappuis"/><category term="descriptive feedback"/><category term="GATE"/><category term="Making Thinking Visible"/><category term="RtI2"/><category term="Seven Strategies of Assessment for Learning"/><category term="errors"/><category term="feed-forward"/><category term="fisher and frey"/><category term="misconceptions"/><category term="self-assessment"/><category term="summative assessment"/><category term="Andrade"/><category term="Delandtsheer"/><category term="ETS"/><category term="Generate Sort Connect Elaborate"/><category term="Grant Wiggins"/><category term="Margaret Heritage"/><category term="Richart"/><category term="Rick Wormeli"/><category term="Susan Brookhart"/><category term="The Formative Assessment Action Plan"/><category term="Thinking Routines"/><category term="W. James Popham"/><category term="differentiation"/><category term="error coding"/><category term="feedback that fits"/><category term="gifted and talented"/><category term="graphic organizer"/><category term="hattie"/><category term="individual white boards"/><category term="learning tactics"/><category term="learning targets"/><category term="mind the gap"/><category term="model"/><category term="peer assessment"/><category term="popham"/><category term="real learning"/><category term="reteach and enrich"/><category term="struggling students"/><title type='text'>Lighting of a Fire</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Unknown</name><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>49</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8087680151500365065.post-5091238485542877059</id><published>2012-08-18T19:56:00.000-07:00</published><updated>2012-08-18T20:00:57.545-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Generate Sort Connect Elaborate"/><category scheme="http://www.blogger.com/atom/ns#" term="Making Thinking Visible"/><category scheme="http://www.blogger.com/atom/ns#" term="Thinking Routines"/><title type='text'>Thinking Made Visible: Generate Sort Connect Elaborate</title><content type='html'>&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;As the school year begins, I am excited to practice with some of the&lt;a href=&quot;http://pzweb.harvard.edu/vt/VisibleThinking_html_files/03_ThinkingRoutines/03a_ThinkingRoutines.html&quot;&gt;
Thinking Routines&lt;/a&gt; discussed in &lt;a href=&quot;http://www.goodreads.com/book/show/10999036-making-thinking-visible&quot;&gt;Making
Thinking Visible&lt;/a&gt;.&amp;nbsp; Following the authors&#39; advice, I identified the
type of thinking that I wanted to elicit from my students and then chose a
routine to correlate with the type of thinking I desired to see.&amp;nbsp; As a
result, I tried the &lt;a href=&quot;http://pzweb.harvard.edu/vt/VisibleThinking_html_files/03_ThinkingRoutines/03d_UnderstandingRoutines/GSCE/GSCE_Routine.html&quot;&gt;Generate-Sort-Connect-Elaborate&lt;/a&gt;
routine.&amp;nbsp; I wanted to see what prior ideas and knowledge my students had
when working with our first quarter essential question: What does it mean to be
healthy?&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;font-family: inherit;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;I
had students individually work through the first three steps (Generate, Sort,
and Connect).&amp;nbsp; Instead of giving the entire task at once, I broke this up
into three distinct steps, only explaining the step that the students were
currently working on.&amp;nbsp; After a bit of preliminary modeling, students were
able to complete this task independently.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt; &lt;/div&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;


&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOPlKwXOo2paChqRkMGfWMfN9kSxcSCURUDTV5YfPcSQExAsElu5lKBd7cOzByrsodG0SGrDVsc1vK66rrY0mKBKWAredsvS4wQzX-wwI3uEWk2LHnBwh2dNsk9ZUpIyWZkm7q9ZSqukq0/s1600/Individual+brainstorm.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOPlKwXOo2paChqRkMGfWMfN9kSxcSCURUDTV5YfPcSQExAsElu5lKBd7cOzByrsodG0SGrDVsc1vK66rrY0mKBKWAredsvS4wQzX-wwI3uEWk2LHnBwh2dNsk9ZUpIyWZkm7q9ZSqukq0/s320/Individual+brainstorm.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;A student works on her individual chart.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Once they had finished, I had them get into groups of 3-5.&amp;nbsp; They then
combined all of the ideas from their charts into a larger chart that could be
hung on the wall.&amp;nbsp; While monitoring the conversations, I was excited to
hear students disagree about where a certain element should be placed during
the Connect phase.&amp;nbsp; These conversations resulted in increased
understanding and more nuanced Connections.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAA6oUDRJb60lNVEuPX6wNhgHKVQGuH8za9xl_Tk-UTNsTQOcrpAfaMQg-lSSUoROEL8FP1tHd23ceYr_JJWezwwOtYYgoaqQSEb7LDXzW1c_HzMTDCPR7jH4pXFVZ62RlbgQwS52oWoVt/s1600/Group+sorting.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;273&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAA6oUDRJb60lNVEuPX6wNhgHKVQGuH8za9xl_Tk-UTNsTQOcrpAfaMQg-lSSUoROEL8FP1tHd23ceYr_JJWezwwOtYYgoaqQSEb7LDXzW1c_HzMTDCPR7jH4pXFVZ62RlbgQwS52oWoVt/s320/Group+sorting.bmp&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Using the individual charts, the group collaborates to Sort their ideas.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0JlcWfh6ilVWwyJs2CZ3WOEsHGaXqNnCaECcpdZthLShkpj0VkHQj1ZNF_kMPf5YuaKtZCSNX9odkfoEaqBjSOLCqCo-pikEqFzU-fCAxiwr3iSeFxTlQhxzvj0VyW7WeVj0Y5isqbEw0/s1600/chart+with+connections.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;281&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0JlcWfh6ilVWwyJs2CZ3WOEsHGaXqNnCaECcpdZthLShkpj0VkHQj1ZNF_kMPf5YuaKtZCSNX9odkfoEaqBjSOLCqCo-pikEqFzU-fCAxiwr3iSeFxTlQhxzvj0VyW7WeVj0Y5isqbEw0/s320/chart+with+connections.bmp&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;After Sorting, this group works to identify Connections.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;In addition to providing me with a snapshot of their current thinking on
this topic, I also plan to return the charts to the groups periodically throughout&amp;nbsp;
the quarter and have students further Connect and Elaborate to see how their
thinking on the topic has deepened. The thinking made visible through these
charts will also help me to identify missing perspective that could be
addressed through articles or other media that will further stretch their
current conceptions.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;To see this Thinking Routine in action, check out &lt;a href=&quot;https://sites.google.com/a/dcsdk12.org/culture-of-thinking/regional-participants/karen-williams&quot;&gt;this teacher&#39;s webpage.&lt;/a&gt;&amp;nbsp; She has a video of using Generate-Sort-Connect-Elaborate with her students.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;</content><link rel='enclosure' type='Video of a teacher using this Thinking Routine with her class' href='https://sites.google.com/a/dcsdk12.org/culture-of-thinking/regional-participants/karen-williams' length='0'/><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/5091238485542877059/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2012/08/thinking-made-visible-generate-sort.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/5091238485542877059'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/5091238485542877059'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2012/08/thinking-made-visible-generate-sort.html' title='Thinking Made Visible: Generate Sort Connect Elaborate'/><author><name>Unknown</name><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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOPlKwXOo2paChqRkMGfWMfN9kSxcSCURUDTV5YfPcSQExAsElu5lKBd7cOzByrsodG0SGrDVsc1vK66rrY0mKBKWAredsvS4wQzX-wwI3uEWk2LHnBwh2dNsk9ZUpIyWZkm7q9ZSqukq0/s72-c/Individual+brainstorm.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087680151500365065.post-8541067306756779425</id><published>2012-08-11T13:50:00.001-07:00</published><updated>2012-08-11T13:50:07.716-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="formative assessment"/><category scheme="http://www.blogger.com/atom/ns#" term="Jan Chappuis"/><title type='text'>Self-Diagnosing with Assessment Dialogues</title><content type='html'>One difficulty I have experienced with implementing more effective feedback strategies is that for my 11th and 12th grade students many of the quick feedback techniques are more appropriate for comprehension types of tasks, not for tasks that require an assessment of quality.&amp;nbsp; Chappius, thankfully, offers a few recommendations for getting students to self-diagnose first, so the teacher can then &quot;tailor [his] comments to offer as much or as little help as the student truly needs&quot; (pg.79).&lt;br /&gt;
&lt;br /&gt;
Her first suggestion is to use an Assessment Dialogue form which has students explain their strengths and areas they need to work on, has teachers explain strengths and areas to work on, and then has students write out a plan where they explain what they will do now.&amp;nbsp; I have used another type of form with my students, but I think I like this one better.&lt;br /&gt;
&lt;br /&gt;
Her second strategy is two color highlighting.&amp;nbsp; Students use the scoring rubric and highlight in yellow how they think their product lines up with the performance indicators.&amp;nbsp; The teacher then does the same with a blue highlighter. The text that is green signifies the areas that the teacher and student agree on; no further comments need to be made on these areas because the student already understands their progress.&amp;nbsp; The teacher could then provide additional feedback on those areas that were significantly varied.&amp;nbsp; This would save be quite a lot of time and energy, especially when I assess drafts of longer essays.</content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/8541067306756779425/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2012/08/self-diagnosing-with-assessment.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/8541067306756779425'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/8541067306756779425'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2012/08/self-diagnosing-with-assessment.html' title='Self-Diagnosing with Assessment Dialogues'/><author><name>Unknown</name><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-8087680151500365065.post-2509961818507603312</id><published>2012-08-11T13:49:00.000-07:00</published><updated>2012-08-11T13:54:39.025-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Making Thinking Visible"/><category scheme="http://www.blogger.com/atom/ns#" term="misconceptions"/><category scheme="http://www.blogger.com/atom/ns#" term="Richart"/><title type='text'>Making Thinking Visible</title><content type='html'>&lt;a href=&quot;http://ecx.images-amazon.com/images/I/51yVSHHSZvL._BO2,204,203,200_PIsitb-sticker-arrow-click,TopRight,35,-76_AA300_SH20_OU01_.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Making Thinking Visible: How to Promote Engagement, Understanding, and Independence for All Learners&quot; border=&quot;0&quot; height=&quot;200&quot; id=&quot;prodImage&quot; src=&quot;http://ecx.images-amazon.com/images/I/51yVSHHSZvL._BO2,204,203,200_PIsitb-sticker-arrow-click,TopRight,35,-76_AA300_SH20_OU01_.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;Some of the reading I have done dealt with identifying miscues or misconceptions that students hold and helping them to confront these ideas through meaningful and timely feedback.&amp;nbsp; However, I did not receive much guidance as to how to identify these.&amp;nbsp; Now I feel like I have a little more tangible help. For the last week, I have been reading &lt;a href=&quot;http://www.amazon.com/Making-Thinking-Visible-Understanding-Independence/dp/047091551X/ref=sr_1_1?ie=UTF8&amp;amp;qid=1344717517&amp;amp;sr=8-1&amp;amp;keywords=making+thinking+visible&quot;&gt;Making Thinking Visible&lt;/a&gt; by Ron Richart, Mark Church, and Karin Morrison. The book is replete with &quot;thinking routines&quot; that if practiced will help to make students&#39; thinking visible so the teacher is able to see it.&amp;nbsp; I am hoping to try out a few of these routines in my classroom next week when the new school year begins.&amp;nbsp;</content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/2509961818507603312/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2012/08/making-thinking-visible.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/2509961818507603312'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/2509961818507603312'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2012/08/making-thinking-visible.html' title='Making Thinking Visible'/><author><name>Unknown</name><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-8087680151500365065.post-2145986725430601263</id><published>2011-10-24T10:41:00.000-07:00</published><updated>2011-10-26T09:01:02.570-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="feedback"/><category scheme="http://www.blogger.com/atom/ns#" term="formative assessment"/><category scheme="http://www.blogger.com/atom/ns#" term="Jan Chappuis"/><title type='text'>Occurs During Learning: the second characteristic of effective feedback</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://farm1.static.flickr.com/32/94638500_579924a310.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;http://farm1.static.flickr.com/32/94638500_579924a310.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;For those that know anything about formative assessment, this second characteristic of effective feedback is a necessity.&amp;nbsp; In this section Chappius asserts that:&lt;br /&gt;
&lt;blockquote&gt;Feedback can encourage students to see mistakes as leading to further learning if you plan time for students to take the actions suggested, before asking them to demonstrate their level of achievement for a mark or grade.&amp;nbsp; The time we spend giving feedback may be wasted if we do not build in time for them to act on it.&amp;nbsp; &lt;/blockquote&gt;For this to work optimally, the classroom climate has to shift so mistakes are welcomed in as much as they result in opportunities for further learning.&amp;nbsp; They provide information about miscommunication, missteps, and gaps; all of which can be corrected with further instruction and practice. &lt;br /&gt;
&lt;br /&gt;
Because feedback can be time intensive, it is so important to use it effectively.&amp;nbsp; Time must be built in.&amp;nbsp; Nothing is more important than ensuring that students have learned the material- not coverage, not a pacing plan.&amp;nbsp; Nothing.&amp;nbsp; I like to move quickly, so to remind myself of this idea, I am printing out a turtle to hang on my back wall.&amp;nbsp; This way I will see it while I am teaching and remind myself to slow down, model, check for understanding, reteach (if necessary), give students adequate time to practice and improve.&amp;nbsp; And then, only then, move on.&amp;nbsp; Anything &lt;i&gt;worth &lt;/i&gt;teaching is worth teaching well.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;i&gt;Photo from &lt;a href=&quot;http://www.flickr.com/photos/ballena/94638500/&quot;&gt;fredsharples&lt;/a&gt;&lt;/i&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/2145986725430601263/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2011/10/occurs-during-learning-second.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/2145986725430601263'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/2145986725430601263'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2011/10/occurs-during-learning-second.html' title='Occurs During Learning: the second characteristic of effective feedback'/><author><name>Unknown</name><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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://farm1.static.flickr.com/32/94638500_579924a310_t.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087680151500365065.post-6225910200786338831</id><published>2011-10-23T10:19:00.000-07:00</published><updated>2011-10-23T10:19:00.778-07:00</updated><title type='text'>Directing Attention: the first characteristic of effective feedback</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://farm6.static.flickr.com/5140/5489375111_2aa119c62c.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;http://farm6.static.flickr.com/5140/5489375111_2aa119c62c.jpg&quot; width=&quot;213&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Chappius offers a key question in this section: &quot;Can &lt;i&gt;this &lt;/i&gt;student take action on the basis of &lt;i&gt;this &lt;/i&gt;comment?&quot; (pg.60).&amp;nbsp; Inherent in this question is differentiation.&amp;nbsp; Some students in the class may be able to take action, but can this, individual, student on whose paper the comment is written take action.&amp;nbsp; By &quot;&lt;i&gt;this &lt;/i&gt;comment&quot; Chappius is pointing back to her earlier statement that effective feedback should point to success, which is genuine and specifically linked to intended learning, and/or point to intervention, which should &quot;identify a correction, describe a specific feature or quality that needs work, or point out an ineffective or incorrect use of strategy or process.&quot;&amp;nbsp; Does the feedback I wrote on the paper do this for my students?&amp;nbsp; Does it provide each with information about what he/she did well and what he/she needs to do next?&amp;nbsp; Or do I just try to give them enough information to justify the grade that they were given?&lt;br /&gt;
&lt;br /&gt;
This last question gets to the heart of the verb of Chappius&#39; key question: &quot;take action.&quot;&amp;nbsp; Students need to be given opportunities to take action- what formative assessment is all about.&amp;nbsp; If the feedback does not create opportunities to take action, the feedback is worse than worthless- it is a waste of time.</content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/6225910200786338831/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2011/10/directing-attention-first.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/6225910200786338831'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/6225910200786338831'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2011/10/directing-attention-first.html' title='Directing Attention: the first characteristic of effective feedback'/><author><name>Unknown</name><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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://farm6.static.flickr.com/5140/5489375111_2aa119c62c_t.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087680151500365065.post-3154028232178368994</id><published>2011-10-22T10:08:00.001-07:00</published><updated>2011-10-22T11:10:31.044-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="descriptive feedback"/><category scheme="http://www.blogger.com/atom/ns#" term="feedback"/><category scheme="http://www.blogger.com/atom/ns#" term="formative assessment"/><category scheme="http://www.blogger.com/atom/ns#" term="Jan Chappuis"/><category scheme="http://www.blogger.com/atom/ns#" term="Seven Strategies of Assessment for Learning"/><title type='text'>Strategy 3: Offer Regular Descriptive Feedback</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://farm6.static.flickr.com/5140/5546598342_86f9ed2154.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;213&quot; src=&quot;http://farm6.static.flickr.com/5140/5546598342_86f9ed2154.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
Chappius gives 5 characteristics of effective feedback:&lt;br /&gt;
1. directs attention to the intended learning, &lt;br /&gt;
2.&amp;nbsp; occurs during learning,&lt;br /&gt;
3.&amp;nbsp; addresses partial understanding,&lt;br /&gt;
4.&amp;nbsp; does not do the thinking for the student, and&lt;br /&gt;
5.&amp;nbsp; limits correctives to what students can act on&lt;br /&gt;
&lt;br /&gt;
Taken together, these five characteristics are a useful distillation of much of the other reading I have done in the area of feedback.&amp;nbsp; Since Chappius lists Brookhart as a source, this does not come as a surprise. However, I do want to take the time to visit each of these five in turn to see what additional insight I can glean.&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;Photo by &lt;a href=&quot;http://www.flickr.com/people/tabor-roeder/&quot;&gt;Phil Roeder &lt;/a&gt;&lt;/span&gt;&lt;/i&gt;</content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/3154028232178368994/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2011/10/strategy-3-offer-regular-descriptive.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/3154028232178368994'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/3154028232178368994'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2011/10/strategy-3-offer-regular-descriptive.html' title='Strategy 3: Offer Regular Descriptive Feedback'/><author><name>Unknown</name><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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://farm6.static.flickr.com/5140/5546598342_86f9ed2154_t.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087680151500365065.post-7678754375220039430</id><published>2011-10-21T08:27:00.000-07:00</published><updated>2011-10-21T08:27:00.139-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="formative assessment"/><category scheme="http://www.blogger.com/atom/ns#" term="learning targets"/><category scheme="http://www.blogger.com/atom/ns#" term="model"/><title type='text'>Highlighting Work that Misses the Mark</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://gregferguson.files.wordpress.com/2011/08/kyle-121610-missing-the-mark.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;254&quot; src=&quot;http://gregferguson.files.wordpress.com/2011/08/kyle-121610-missing-the-mark.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
Yes, yes, I have heard it before.&amp;nbsp; It is important to show models of the learning target so students are able to conceptualize what the finished product will/should look like.&amp;nbsp; However, based on the reading I have done over the past several months, there seems to be some disagreement when it comes to sharing weak or poor examples of a learning target.&amp;nbsp; Some say that weak examples are unnecessary and serve no real purpose for students who should be focusing on quality.&amp;nbsp; Contrarily, Chappius asserts that showing students models of weak work helps them to understand problems to avoid.&amp;nbsp; I do not make a habit of using models of poor work, but after thinking about Chappius&#39; argument, I can see how it can be helpful.&amp;nbsp; However, I think it is only helpful if students are actively engaged with understanding, evaluating, and explaining what makes one sample weak and another strong.&amp;nbsp; If they are able to explain what makes a certain writing piece weak or less effective, they are more likely to avoid similar shortcomings in their own writing.&amp;nbsp;</content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/7678754375220039430/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2011/10/highlighting-work-that-misses-mark.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/7678754375220039430'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/7678754375220039430'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2011/10/highlighting-work-that-misses-mark.html' title='Highlighting Work that Misses the Mark'/><author><name>Unknown</name><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-8087680151500365065.post-2509458658058551522</id><published>2011-10-20T20:27:00.000-07:00</published><updated>2011-10-20T20:27:20.990-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ETS"/><category scheme="http://www.blogger.com/atom/ns#" term="formative assessment"/><category scheme="http://www.blogger.com/atom/ns#" term="Jan Chappuis"/><category scheme="http://www.blogger.com/atom/ns#" term="Seven Strategies of Assessment for Learning"/><title type='text'>Starting a New Book: Seven Strategies of Assessment for Learning</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://www.qualityinstruction.org/images/productimages/store_books_img/SevenStrategiesofAssessmentforLearning.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://www.qualityinstruction.org/images/productimages/store_books_img/SevenStrategiesofAssessmentforLearning.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
I have recently begun reading &lt;a href=&quot;http://www.amazon.com/Strategies-Assessment-Learning-Training-Institute/dp/0132548755&quot;&gt;&lt;i&gt;Seven Strategies of Assessment for Learning&lt;/i&gt;&lt;/a&gt; by &lt;a href=&quot;http://www.assessmentinst.com/author/jan-chappuis/&quot;&gt;Jan Chappuis&lt;/a&gt; and am finding it quite informative thus far.&amp;nbsp; The seven strategies are organized under Where am I going?, Where am I now?, and How can I close the gap?.&amp;nbsp; In and of themselves, this grouping is not unique to Chappuis, nor does she assert that they are her creation.&amp;nbsp; However, what I am appreciating thus far is her clear organizational structure that is aiding in my ability to make connections among the texts I have read by seeing them within Chappuis&#39; organizational framework.&amp;nbsp; So far,&amp;nbsp; I have only covered the first two strategies (provide students with a clear and understandable vision of learning target and use examples and models of strong and weak work), but I already can see how the elements are fitting together.&amp;nbsp; I will follow-up with additional postings to track my progress through this book, but in the meantime, I wanted to leave by sharing a &lt;a href=&quot;http://www.assessmentinst.com/sevenstratpkg/&quot;&gt;link to a webinar&lt;/a&gt; created by the publishing company to cover the Seven Strategies of Assessment for Learning.</content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/2509458658058551522/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2011/10/starting-new-book-seven-strategies-of.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/2509458658058551522'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/2509458658058551522'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2011/10/starting-new-book-seven-strategies-of.html' title='Starting a New Book: Seven Strategies of Assessment for Learning'/><author><name>Unknown</name><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-8087680151500365065.post-4566524903932147857</id><published>2011-10-14T09:48:00.000-07:00</published><updated>2011-10-14T09:48:57.470-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="formative assessment"/><category scheme="http://www.blogger.com/atom/ns#" term="reteach and enrich"/><title type='text'>Enrich and Reteach</title><content type='html'>An Arizona elementary school structures their schedule around incorporating formative assessment school-wide through their Enrich and Reteach program.&amp;nbsp; Based on &lt;a href=&quot;http://www.edutopia.org/stw-differentiated-instruction-budget-assessment-video&quot;&gt;this &lt;/a&gt;video, I believe Popham would consider them a level four school.&amp;nbsp; The aspect I appreciated is that it created enrichment for students who needed it; it is not only those who are behind who need help.&amp;nbsp; Students who are above grade level can easily get bored with grade level curriculum and the reteaching that occurs of that curriculum.&amp;nbsp; Another aspect that seems to come out of the process was reflective conversation by the grade level team as they compare their assessments and determine who is best to run the reteaching.</content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/4566524903932147857/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2011/10/enrich-and-reteach.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/4566524903932147857'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/4566524903932147857'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2011/10/enrich-and-reteach.html' title='Enrich and Reteach'/><author><name>Unknown</name><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-8087680151500365065.post-4447584759689683332</id><published>2011-10-14T09:40:00.000-07:00</published><updated>2011-10-14T09:40:57.664-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="formative assessment"/><category scheme="http://www.blogger.com/atom/ns#" term="learning tactics"/><category scheme="http://www.blogger.com/atom/ns#" term="W. James Popham"/><title type='text'>Moving On Up: level two formative assessment and students&#39; learning tactic adjustments</title><content type='html'>In W. James Popham&#39;s &lt;i&gt;Transformative Assessment&lt;/i&gt;, he outlines his four levels of formative assessment; today I want to focus on level two, which &quot;deals with students&#39; use of formative assessment evidence to adjust their own learning tactics.&quot;&amp;nbsp; Although teacher do play an important role as a facilitator in level two, the students are the ones who make the decisions through gathering evidence, evaluating performance indicators, and modifying any learning tactics that should be changed.&lt;br /&gt;
&lt;br /&gt;
In order to unpack this chapter a bit, let&#39;s start with the term &lt;i&gt;learning tactic&lt;/i&gt;.&amp;nbsp; A learning tactic is defined as &quot;the way a student is trying to learn something&quot; (71).&amp;nbsp; For example, many of my students struggle with studying for their anatomy class.&amp;nbsp; When I have asked what they do to study, they answer with learning tactics: re-reading, trying to answer the questions in the back, looking over the bold faced words, reviewing lecture notes and handouts, etc. &amp;nbsp;&lt;br /&gt;
&lt;br /&gt;
Based on evidence gathered through assessment feedback, students should be able to determine how well or poorly they did at approaching the target.&amp;nbsp; From this point, each student needs to evaluate his/her learning tactics to see how effective they are at helping him/her approach the learning target for the curricular aim.&amp;nbsp; For example, I just gave my students an in-class essay test on the first act of Macbeth.&amp;nbsp; They were given the prompts well ahead of time, so they knew how they would be assessed.&amp;nbsp; I even showed them exactly how points would be given by using a few example sentences I wrote.&amp;nbsp; Students were allowed to take notes, and I suggested several learning tactic suggestions that I have found to be successful for other students (ie: asking yourself the prompt and brainstorming to see how many facts you can come up with, re-reading the prompts after every scene to see what info you can add to your notes that would be useful for the test, etc).&amp;nbsp; However, though I tried to offer several learning tactics, it is evident from some of the grades that at least a few students decided to go about it their own way.&amp;nbsp; I talked to one student a few minutes after she turned in her failing exam.&amp;nbsp; I asked her what she did to prepare for the test; she said that she had decided to just &quot;write stuff&quot; and see how it went.&amp;nbsp; This is, obviously, an inefficient learning tactic.&amp;nbsp; My next step is to have her and the rest of my students evaluate their performance, reflect of learning tactics used, and explain whether they should or should not adjust their learning tactics for their next essay test, which should take place next week.&amp;nbsp; I use the word &quot;should&quot; because, as Popham reminds, &quot;it should remain each student&#39;s individual choice as to whether to modify or stick with current learning tactics&quot; (83). &lt;br /&gt;
&lt;br /&gt;
Popham cautions against using grades for formative assessment, and though I understand his reasoning, from the example above, it is clear that I have not taken his advice.&amp;nbsp; I am not yet sure how to reconcile this with my need to assign points and a grade that can be placed in a gradebook for parents and students to monitor.</content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/4447584759689683332/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2011/10/moving-on-up-level-two-formative.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/4447584759689683332'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/4447584759689683332'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2011/10/moving-on-up-level-two-formative.html' title='Moving On Up: level two formative assessment and students&#39; learning tactic adjustments'/><author><name>Unknown</name><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-8087680151500365065.post-7873645061215689883</id><published>2011-09-16T14:23:00.000-07:00</published><updated>2011-09-16T14:23:51.330-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="formative assessment"/><title type='text'>Notes from a Formative Assessment Blogger</title><content type='html'>In &lt;a href=&quot;http://teacherleaders.typepad.com/the_tempered_radical/2011/09/is-real-formative-assessment-even-possible.html&quot;&gt;&quot;Is REAL Formative Assessment Even Possible&quot;&lt;/a&gt;, author Bill Ferriter shares his commitment to, frustrations with, and suggestions for formative assessment practice in the classroom.&amp;nbsp; After reading his blog, I feel better able to consider some of the road bumps I have been feeling as I have spent more time intentionally focusing on formative assessment.</content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/7873645061215689883/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2011/09/notes-from-formative-assessment-blogger.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/7873645061215689883'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/7873645061215689883'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2011/09/notes-from-formative-assessment-blogger.html' title='Notes from a Formative Assessment Blogger'/><author><name>Unknown</name><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-8087680151500365065.post-3980749119420116475</id><published>2011-09-11T14:32:00.000-07:00</published><updated>2011-09-11T14:33:08.706-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="formative assessment"/><title type='text'>Flailing in the Deep End</title><content type='html'>&lt;a href=&quot;http://www.flickr.com/photos/peasap/825059658/&quot; title=&quot;Let&#39;s Go Swimming! by peasap, on Flickr&quot;&gt;&lt;img alt=&quot;Let&#39;s Go Swimming!&quot; height=&quot;240&quot; src=&quot;http://farm2.static.flickr.com/1385/825059658_0ee06274f7.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
As I am still working my way through my research, I have begun to feel like I am flailing around in the deep end of a pool rather than gliding across the water.&amp;nbsp; I&amp;nbsp; have read enough about the subject to feel quite confused about how all I am reading fits together.&amp;nbsp; So, to help realign myself, I want to write a short list of what I know to be true about formative assessment.&amp;nbsp; This list is in no way comprehensive.&lt;br /&gt;
1.&amp;nbsp; Formative assessment is not a designation; it is a response.&lt;br /&gt;
2.&amp;nbsp; Both the teacher and student have an active role in the formative assessment process.&lt;br /&gt;
3.&amp;nbsp; For effective formative assessment to take place, there must first be a clear learning target.&lt;br /&gt;
4.&amp;nbsp; Formative assessment is ongoing.&lt;br /&gt;
5.&lt;br /&gt;
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Is it sad that I can only come up with four?&amp;nbsp; See, I need floaties.</content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/3980749119420116475/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2011/09/flailing-in-deep-end.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/3980749119420116475'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/3980749119420116475'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2011/09/flailing-in-deep-end.html' title='Flailing in the Deep End'/><author><name>Unknown</name><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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://farm2.static.flickr.com/1385/825059658_0ee06274f7_t.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087680151500365065.post-3638744097286543411</id><published>2011-09-09T18:15:00.000-07:00</published><updated>2011-09-09T18:15:32.170-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="formative assessment"/><category scheme="http://www.blogger.com/atom/ns#" term="popham"/><title type='text'>Instruction should not be . . .</title><content type='html'>&lt;blockquote&gt;Instruction should not be a Ouija-boardlike game in which teachers guess about what to do next.&amp;nbsp; Educating kids is far too important for that sort of approach.&amp;nbsp; Rather, instructing students should be a carefully conceived enterprise in which decisions about what to do next are predicated on the best available information.- W. James Popham&lt;/blockquote&gt;&lt;br /&gt;
That information comes through formative assessment practices.</content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/3638744097286543411/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2011/09/instruction-should-not-be.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/3638744097286543411'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/3638744097286543411'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2011/09/instruction-should-not-be.html' title='Instruction should not be . . .'/><author><name>Unknown</name><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-8087680151500365065.post-4522677567606114247</id><published>2011-08-30T06:07:00.000-07:00</published><updated>2011-08-30T06:07:35.830-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="descriptive feedback"/><category scheme="http://www.blogger.com/atom/ns#" term="hattie"/><title type='text'>Dollops of Feedback</title><content type='html'>&lt;a href=&quot;http://www.flickr.com/photos/muunu/2453047560/&quot; title=&quot;Dollops of fun by ♥ annrabu, on Flickr&quot;&gt;&lt;img alt=&quot;Dollops of fun&quot; height=&quot;267&quot; src=&quot;http://farm3.static.flickr.com/2275/2453047560_5513b12163.jpg&quot; width=&quot;400&quot; /&gt;&amp;nbsp;&lt;/a&gt;&lt;br /&gt;
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&quot;The most powerful single modification that enhances achievement is feedback.&amp;nbsp; The simplest prescription for improving education must be dollops of feedback.&quot; - &lt;a href=&quot;http://www.amazon.com/John-Hattie/e/B001JSFFRK&quot;&gt;John Hattie  &lt;/a&gt;&lt;br /&gt;
&lt;div style=&quot;direction: ltr; margin-bottom: 0pt; margin-left: 0.63in; margin-top: 6pt; text-align: left; text-indent: -0.32in; unicode-bidi: embed; vertical-align: baseline;&quot;&gt;&lt;span style=&quot;color: #404040; font-family: Candara; font-size: 22pt;&quot;&gt;&lt;span style=&quot;color: black; font-family: inherit; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #404040; font-family: Candara; font-size: 22pt;&quot;&gt;&lt;span style=&quot;color: black; font-family: inherit; font-size: small;&quot;&gt;&lt;br /&gt;
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&lt;span style=&quot;color: #404040; font-family: Candara; font-size: 22pt;&quot;&gt;&lt;span style=&quot;color: black; font-family: inherit; font-size: small;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;i&gt;Photo by &lt;a href=&quot;http://www.flickr.com/photos/muunu/2453047560/&quot;&gt;Ann &lt;/a&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/4522677567606114247/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/dollops-of-feedback.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/4522677567606114247'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/4522677567606114247'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/dollops-of-feedback.html' title='Dollops of Feedback'/><author><name>Unknown</name><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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://farm3.static.flickr.com/2275/2453047560_5513b12163_t.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087680151500365065.post-108818431993703707</id><published>2011-08-29T05:00:00.000-07:00</published><updated>2011-08-29T05:00:09.462-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="descriptive feedback"/><category scheme="http://www.blogger.com/atom/ns#" term="formative assessment"/><category scheme="http://www.blogger.com/atom/ns#" term="Grant Wiggins"/><title type='text'>Cycle of Excellence</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglgWZKAlW2dCFheIPWMEIMFmivCqb_mst5j0D8voCX9ePDGadjMIIrSIQjw64ZJtGh-bvMsayjpIhxzDyKIvXRuj6R72SK71O0l2j-Zv5O9AG1lcaNIlneYmoasgVKrvR_5kyUr9MohaP1/s1600/Cycle.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglgWZKAlW2dCFheIPWMEIMFmivCqb_mst5j0D8voCX9ePDGadjMIIrSIQjw64ZJtGh-bvMsayjpIhxzDyKIvXRuj6R72SK71O0l2j-Zv5O9AG1lcaNIlneYmoasgVKrvR_5kyUr9MohaP1/s320/Cycle.JPG&quot; width=&quot;213&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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&lt;blockquote&gt;&lt;div style=&quot;direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .31in; margin-top: 20.0pt; mso-vertical-align-alt: auto; text-align: left; text-indent: -.31in; unicode-bidi: embed;&quot;&gt;&lt;span style=&quot;font-size: 24pt;&quot;&gt;&lt;span style=&quot;font-family: Wingdings;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #404040; font-family: Candara;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;br /&gt;
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“Students must have routine access to the criteria and standards for the task they need to master; they must have feedback in their attempts to master those tasks; and they must have opportunities to use the feedback to revise work and resubmit it for evaluation against the standard. &lt;b&gt;Excellence is attained by such cycles of model-practice-perform-feedback-perform&lt;/b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: small;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;”&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #404040;&quot;&gt; - &lt;a href=&quot;http://www.authenticeducation.org/whoweare/grant.lasso&quot;&gt;Grant Wiggins&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;i&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;Photo by &lt;a href=&quot;http://don-denver.blogspot.com/2008_05_01_archive.html&quot;&gt;Don Bergquist &lt;/a&gt;&lt;/span&gt;&lt;/i&gt;</content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/108818431993703707/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/cycle-of-excellence.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/108818431993703707'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/108818431993703707'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/cycle-of-excellence.html' title='Cycle of Excellence'/><author><name>Unknown</name><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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglgWZKAlW2dCFheIPWMEIMFmivCqb_mst5j0D8voCX9ePDGadjMIIrSIQjw64ZJtGh-bvMsayjpIhxzDyKIvXRuj6R72SK71O0l2j-Zv5O9AG1lcaNIlneYmoasgVKrvR_5kyUr9MohaP1/s72-c/Cycle.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087680151500365065.post-2221201243330743689</id><published>2011-08-28T05:00:00.000-07:00</published><updated>2011-08-28T05:00:00.675-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="differentiation"/><category scheme="http://www.blogger.com/atom/ns#" term="feedback"/><category scheme="http://www.blogger.com/atom/ns#" term="How to Give Effective Feedback to Your Students"/><category scheme="http://www.blogger.com/atom/ns#" term="struggling students"/><category scheme="http://www.blogger.com/atom/ns#" term="Susan M. Brookhart"/><title type='text'>Feedback for Struggling Students</title><content type='html'>&lt;a href=&quot;http://www.flickr.com/photos/zachklein/54389823/&quot; title=&quot;Streeter Seidell, Comedian by Zach Klein, on Flickr&quot;&gt;&lt;img alt=&quot;Streeter Seidell, Comedian&quot; height=&quot;332&quot; src=&quot;http://farm1.static.flickr.com/24/54389823_88dbffdf7d.jpg&quot; width=&quot;500&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
Brookhart describes struggling students as those who &quot;don&#39;t have solid prior learning experiences or don&#39;t have the learning skills to process the information;&quot; she includes &quot;both learning disabled students and students who, though not identified with a learning deficiency, did not get the foundation they needed as learners.&quot;&lt;br /&gt;
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For these students, a teacher should use feedback that focuses explicitly on process, so students can become more aware of how they learn.&amp;nbsp; By pointing out which strategies students are employing, students can become more proficient at monitoring their own learning behavior and cognitive processing.&lt;br /&gt;
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Though criterion-referenced feedback is advocated consistently by Brookhart, for struggling students she suggests self-referenced feedback when the work the student produced is too far &quot;off the mark&quot; to make the comparison helpful.&amp;nbsp; &lt;br /&gt;
&lt;blockquote&gt;It is true that they need to know their work doesn&#39;t meet the target, but most struggling students already know that.&amp;nbsp; Feedback that communicates &quot;off by a mile&quot; or a list of necessary improvements that is longer than the original assignment simply generates hopelessness.&amp;nbsp; For these students, self-referenced feedback can bridge the gap.&lt;/blockquote&gt;So, what is self referenced feedback? &lt;br /&gt;
&lt;blockquote&gt;[It] compares a student&#39;s work today with his or her own previous past performance or with your expectations for this student based on that past performance.&amp;nbsp; &lt;/blockquote&gt;&amp;nbsp;It must be concrete and it must be authentic.&amp;nbsp; It will not help students to receive empty praise or misguided encouragement.&amp;nbsp; The desired effect is improvement-perhaps incremental and slow- but improvement nonetheless.&amp;nbsp; To make improvement, students need to feel that improvement is possible- it is within their grasp.&amp;nbsp; Seeing it a mile off will not help struggling students feel motivated to start on the journey.&amp;nbsp; &lt;br /&gt;
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What would this look like?&amp;nbsp; If the whole class is working on essay writing, and a struggling student turns in one paragraph, the teacher should provide feedback on the paragraph, commenting on the ways in which this paragraph is an improvement (if it in fact is) over previous paragraph writing done by the student.&amp;nbsp; If a student turns in a writing piece that does not live up to his or her previous performance, the teacher should have a conversation with the student, showing him/her the last writing piece and having him/her redo the current assignment so it is at least as good as the last one.&lt;br /&gt;
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Improvement is the goal, and since it looks different for every student, the feedback needs to be differentiated as well.</content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/2221201243330743689/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/feedback-for-struggling-students.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/2221201243330743689'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/2221201243330743689'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/feedback-for-struggling-students.html' title='Feedback for Struggling Students'/><author><name>Unknown</name><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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://farm1.static.flickr.com/24/54389823_88dbffdf7d_t.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087680151500365065.post-24995029522463305</id><published>2011-08-27T07:41:00.000-07:00</published><updated>2011-08-27T07:42:47.262-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="feed-forward"/><category scheme="http://www.blogger.com/atom/ns#" term="feedback"/><category scheme="http://www.blogger.com/atom/ns#" term="GATE"/><category scheme="http://www.blogger.com/atom/ns#" term="How to Give Effective Feedback to Your Students"/><category scheme="http://www.blogger.com/atom/ns#" term="Susan M. Brookhart"/><title type='text'>Next Steps: Feedback for Advanced Students</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXVDhppUoFqsNFsgWnuemZdbVohdmk7llzNLjJ5u413vT2ds-QqAqK32j11W5seM2uDp0E7_1cSn6NikQkbt4qKd87a8yYwOvVSz2Ew1gCFlaV6-aCX-IhJrq8wTewtlj4LNOJTz9ZAMVU/s1600/jun_11_0379_charlie_swing.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;214&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXVDhppUoFqsNFsgWnuemZdbVohdmk7llzNLjJ5u413vT2ds-QqAqK32j11W5seM2uDp0E7_1cSn6NikQkbt4qKd87a8yYwOvVSz2Ew1gCFlaV6-aCX-IhJrq8wTewtlj4LNOJTz9ZAMVU/s320/jun_11_0379_charlie_swing.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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&lt;blockquote&gt;No matter how successful a student is, there is always more that can be learned .&lt;/blockquote&gt;It can be all too tempting to scrimp on feedback for students who are advanced because they are doing fine without it (in fact, this is the same argument for getting rid of GATE services and programs in many districts across the US).&amp;nbsp; However, this would be a mistake.&amp;nbsp; Learning is a process and advanced students have not arrived at the end of that process simply because they can demonstrate mastery of grade level concepts and skills.&amp;nbsp; &lt;br /&gt;
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According to &lt;a href=&quot;http://www.ascd.org/publications/books/108019.aspx&quot;&gt;Brookhart&lt;/a&gt;, advanced students benefit from the same type of feedback that all other students benefit from: task and process focused, criterion-referenced, positive, clear, and specific.&amp;nbsp; Feedback for advanced students, just like for all students, needs to feed-forward.&amp;nbsp; Though an advanced student may have fulfilled the requirements of the assignment, flawlessly even, a teacher can still use feedback to provoke thought and offer further direction, making &quot;a suggestion for a next step, mindful that the next step may be an enrichment of the basic learning goals.&quot;&lt;br /&gt;
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&lt;/blockquote&gt;</content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/24995029522463305/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/next-steps-feedback-for-advanced.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/24995029522463305'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/24995029522463305'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/next-steps-feedback-for-advanced.html' title='Next Steps: Feedback for Advanced Students'/><author><name>Unknown</name><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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXVDhppUoFqsNFsgWnuemZdbVohdmk7llzNLjJ5u413vT2ds-QqAqK32j11W5seM2uDp0E7_1cSn6NikQkbt4qKd87a8yYwOvVSz2Ew1gCFlaV6-aCX-IhJrq8wTewtlj4LNOJTz9ZAMVU/s72-c/jun_11_0379_charlie_swing.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087680151500365065.post-7974483735608895168</id><published>2011-08-26T05:00:00.000-07:00</published><updated>2011-08-26T05:07:36.821-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="feedback"/><category scheme="http://www.blogger.com/atom/ns#" term="How to Give Effective Feedback to Your Students"/><category scheme="http://www.blogger.com/atom/ns#" term="Susan M. Brookhart"/><title type='text'>Feedback that Feeds</title><content type='html'>&lt;a href=&quot;http://www.flickr.com/photos/wmacphail/2827476/&quot; title=&quot;Kaye in Toronto Eating a Sandwich by wmacphail, on Flickr&quot;&gt;&lt;img alt=&quot;Kaye in Toronto Eating a Sandwich&quot; height=&quot;400&quot; src=&quot;http://farm1.static.flickr.com/2/2827476_158d46a003.jpg&quot; width=&quot;344&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
This paragraph is just too rich not to quote verbatim.&lt;br /&gt;
&lt;blockquote&gt;Make sure you go over the last unit&#39;s test or assignment before launching into the next unit or assignment.&amp;nbsp; Feedback isn&#39;t &quot;feedback&quot; unless it can truly feed something.&amp;nbsp; Information delivered too late to be used isn&#39;t helpful.&amp;nbsp; Make sure when you give feedback that there is time built in to actually use the information.&amp;nbsp; Otherwise students will quickly learn to ignore feedback.&amp;nbsp; - Susan M. Brookhart in &lt;i&gt;How to Give Effective Feedback to Your Students&lt;/i&gt;&lt;/blockquote&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;i&gt;Photo by &lt;span class=&quot;name&quot; id=&quot;yui_3_3_0_3_13142327501191285&quot;&gt;&lt;span class=&quot;realname&quot; id=&quot;yui_3_3_0_3_13142327501191287&quot;&gt;&lt;span class=&quot;photo_navi_contact&quot; id=&quot;yui_3_3_0_3_13142327501191288&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;a href=&quot;http://www.flickr.com/people/wmacphail/&quot;&gt;Wayne MacPhail&lt;/a&gt;&lt;/i&gt;&lt;/span&gt; </content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/7974483735608895168/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/feedback-that-feeds.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/7974483735608895168'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/7974483735608895168'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/feedback-that-feeds.html' title='Feedback that Feeds'/><author><name>Unknown</name><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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://farm1.static.flickr.com/2/2827476_158d46a003_t.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087680151500365065.post-113511925346949566</id><published>2011-08-25T05:00:00.000-07:00</published><updated>2011-08-25T05:00:02.324-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="feedback"/><category scheme="http://www.blogger.com/atom/ns#" term="How to Give Effective Feedback to Your Students"/><category scheme="http://www.blogger.com/atom/ns#" term="summative assessment"/><category scheme="http://www.blogger.com/atom/ns#" term="Susan M. Brookhart"/><title type='text'>Using Feedback with Summative Assessment</title><content type='html'>&lt;a href=&quot;http://www.flickr.com/photos/ennor/353250218/&quot; title=&quot;Bedruthan sunset by Ennor, on Flickr&quot;&gt;&lt;img alt=&quot;Bedruthan sunset&quot; height=&quot;282&quot; src=&quot;http://farm1.static.flickr.com/128/353250218_404318ff36.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;blockquote&gt;The intention of feedback is to be formative, to help students learn.&amp;nbsp; However, some excellent opportunities for providing feedback come after summative events.&lt;/blockquote&gt;Though a unit may have ended, it is never to late for feedback to be effective.&amp;nbsp; So, how should a teacher provide feedback after a summative assessment?&amp;nbsp; Susan M. Brookhart offers a few suggestions in her aptly titled &lt;i&gt;How to Give Effective Feedback to Your Students&lt;/i&gt;.&lt;br /&gt;
&lt;br /&gt;
1.&amp;nbsp; Allow students to resubmit the same assignment.&amp;nbsp; I do this for the research paper my students write, and I find that it is effective at getting students to revise and incorporate the feedback. The obvious draw back...it takes a lot of time.&amp;nbsp; However, a more subtle drawback can be that the assessment changes from &quot;indicating the achievement of certain learning goals to indicating the ability to follow the teachers directions.&quot;&amp;nbsp; Depending on how thoroughly the teacher &quot;corrected&quot; the errors in the paper, the student may just go through on auto-pilot and change what has been identified.&amp;nbsp; Therefore, the student is not demonstrating their mastery of commas; instead, he/she is demonstrating my mastery of commas.&amp;nbsp; I can see Brookhart&#39;s point, but I think that there are ways around this drawback if the teacher provides judicious feedback that asks questions and requires the student to problem solve instead of providing answers through extensive marking.&lt;br /&gt;
&amp;nbsp;&amp;nbsp; &lt;br /&gt;
2. Provide students with another similar assignment where they can incorporate the feedback into a new situation, thereby extending their learning.&amp;nbsp; To do this, Brookhart suggests: &lt;br /&gt;
&lt;blockquote&gt;&lt;ul&gt;&lt;li&gt;for written feedback presented with the return of summative assessments (tests or assignments), explicitly tell the students when they will be able to use the feedback.&lt;/li&gt;
&lt;/ul&gt;&lt;/blockquote&gt;The benefit of this is that students will be more likely to read through feedback and perhaps reflect on it since they have a concrete occasion when they will need it in the future, thereby retaining its relevance.&lt;br /&gt;
&lt;blockquote&gt;&lt;ul&gt;&lt;li&gt;plan your assessments and assignments so they do give students the opportunities to improve previous work, using feedback to develop skills in writing, problem solving, making presentations, doing research, or studying.&lt;/li&gt;
&lt;/ul&gt;&lt;/blockquote&gt;To me this looks like deliberate scaffolding of process skills.&amp;nbsp; Though this second option seems just too easy, based on the omission of any stated drawbacks from this approach, Brookhart seems to suggest that this second approach is more effective.&amp;nbsp; I am not sure that I agree, but I need to give it more thought.&amp;nbsp; However, I can see how it would work well for a class presentation or project where many of the skills should be practiced and  refined throughout a school year, but where redos would be difficult to pull off.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
After reading this section, I still do not see how either relate to large-scale summative assessments (ie: state testing) when the students do not receive their scores back until after the end of the year.&amp;nbsp; However, both options could work for in-class summative assesments at the end of a unit or project because&lt;br /&gt;
&lt;blockquote&gt;All students can benefit from feedback on summative assessment if you provide another opportunity to incorporate it.&lt;/blockquote&gt;&lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/113511925346949566/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/using-feedback-with-summative.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/113511925346949566'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/113511925346949566'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/using-feedback-with-summative.html' title='Using Feedback with Summative Assessment'/><author><name>Unknown</name><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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://farm1.static.flickr.com/128/353250218_404318ff36_t.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087680151500365065.post-121929526822868946</id><published>2011-08-24T05:00:00.000-07:00</published><updated>2011-08-24T05:32:44.902-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="descriptive feedback"/><category scheme="http://www.blogger.com/atom/ns#" term="feedback"/><category scheme="http://www.blogger.com/atom/ns#" term="How to Gvie Effective Feedback to Your Students"/><category scheme="http://www.blogger.com/atom/ns#" term="Susan M. Brookhart"/><title type='text'>Looking at Descriptive Feedback</title><content type='html'>&lt;a href=&quot;http://www.flickr.com/photos/raylopez/867883420/&quot; title=&quot;Through A Childs Eye by DownTown Pictures, on Flickr&quot;&gt;&lt;img alt=&quot;Through A Childs Eye&quot; height=&quot;300&quot; src=&quot;http://farm2.static.flickr.com/1408/867883420_772d65a85d.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
Not all feedback is good feedback.&amp;nbsp; In fact, research on feedback has shown that some types of feedback contribute to further learning and some feedback contributes little or nothing to further learning.&amp;nbsp; Because &quot;Students filter what they hear through their own past experiences, good and bad,&quot; it may be helpful to couch feedback in terms that make further learning more likely.&amp;nbsp; To do this, research says feedback should be descriptive (informative) rather than evaluative. &lt;br /&gt;
&lt;br /&gt;
In order to increase the chances that students will interpret feedback as descriptive, rather than evaluative, a teacher can implement a few practices.&lt;br /&gt;
1.&amp;nbsp; Students should be given several opportunities &quot;to practice and receive feedback without a grade attached.&quot;&lt;br /&gt;
2. Feedback should describe what can be seen- &quot;how close is it to your learning target? What do you think would help?&quot;&lt;br /&gt;
&lt;br /&gt;
The content of descriptive feedback describes what was done well and why it is good; it also describes what else the student can do to improve both in the task and in the process. Though Brookhart cautions that all feedback needs to be considered in context, she offers multiple examples of feedback that could be considered descriptive:&amp;nbsp; &lt;br /&gt;
&lt;blockquote&gt;Your details strongly support your claim that we should recycle newspapers.&amp;nbsp; That&#39;s great.&amp;nbsp; Where did you find all those facts?&lt;/blockquote&gt;and &lt;br /&gt;
&lt;blockquote&gt;This report probably wouldn&#39;t convince a reader who didn&#39;t already agree we should recycle.&amp;nbsp; What else could you do to make a more convincing argument?&lt;/blockquote&gt;Both examples of feedback give the student an area to work on next.&lt;br /&gt;
&lt;br /&gt;
On a personal note, I do point out when students do something well, but I do not always make sure that they understand why I consider it well done.&amp;nbsp; This is something I need to work on incorporating more deliberately into my feedback.&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;Photo by &lt;a href=&quot;http://www.flickr.com/photos/raylopez/867883420/&quot;&gt;DownTown Pictures&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;</content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/121929526822868946/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/looking-at-descriptive-feedback.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/121929526822868946'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/121929526822868946'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/looking-at-descriptive-feedback.html' title='Looking at Descriptive Feedback'/><author><name>Unknown</name><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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://farm2.static.flickr.com/1408/867883420_772d65a85d_t.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087680151500365065.post-7393279634543315184</id><published>2011-08-23T05:00:00.000-07:00</published><updated>2011-08-23T05:00:12.043-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="feedback"/><category scheme="http://www.blogger.com/atom/ns#" term="How to Gvie Effective Feedback to Your Students"/><category scheme="http://www.blogger.com/atom/ns#" term="Susan M. Brookhart"/><title type='text'>A Measuring Stick for Feedback</title><content type='html'>&lt;a href=&quot;http://www.flickr.com/photos/sterlic/4299631538/&quot; title=&quot;Ruler by Sterlic, on Flickr&quot;&gt;&lt;img alt=&quot;Ruler&quot; height=&quot;247&quot; src=&quot;http://farm3.static.flickr.com/2730/4299631538_220c9c9448.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
So, how can I check to see if my feedback is connecting to students?&amp;nbsp; According to &lt;a href=&quot;http://www.amazon.com/Susan-M.-Brookhart/e/B001H6Q5WS&quot;&gt;Susan M. Brookhart&lt;/a&gt;,&lt;br /&gt;
&lt;blockquote&gt;Student response is the criterion against which you can evaluation your own feedback.&amp;nbsp; Your feedback is good if it gets the following results:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Your students do learn--their work does improve.&lt;/li&gt;
&lt;li&gt;Your students become more motivated--they believe they can learn, they want to learn, and they take more control over their own learning.&lt;/li&gt;
&lt;li&gt;Your classroom becomes a place where feedback, including constructive criticism, is valued and viewed as productive.&lt;/li&gt;
&lt;/ul&gt;&lt;/blockquote&gt;Well,this is the measuring stick--my personal performance target. I will revisit it over the next month as I work to improve the quality of feedback that I provide for my students.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;i&gt;Photo by &lt;a href=&quot;http://www.flickr.com/photos/sterlic/4299631538/&quot;&gt;Scott Akerman &lt;/a&gt;&lt;/i&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/7393279634543315184/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/measuring-stick-for-feedback.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/7393279634543315184'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/7393279634543315184'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/measuring-stick-for-feedback.html' title='A Measuring Stick for Feedback'/><author><name>Unknown</name><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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://farm3.static.flickr.com/2730/4299631538_220c9c9448_t.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087680151500365065.post-5902913726108094585</id><published>2011-08-22T05:00:00.000-07:00</published><updated>2011-08-22T05:00:19.318-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="feedback"/><category scheme="http://www.blogger.com/atom/ns#" term="formative assessment"/><category scheme="http://www.blogger.com/atom/ns#" term="How to Gvie Effective Feedback to Your Students"/><category scheme="http://www.blogger.com/atom/ns#" term="Susan Brookhart"/><title type='text'>Too Much, Too Little, Just Right</title><content type='html'>&lt;a href=&quot;http://www.flickr.com/photos/sidknee23/2819480243/&quot; title=&quot;Goldilocks-and-the-Three-Bears-Print by sidknee23, on Flickr&quot;&gt;&lt;img alt=&quot;Goldilocks-and-the-Three-Bears-Print&quot; height=&quot;400&quot; src=&quot;http://farm4.static.flickr.com/3242/2819480243_96cef04535.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
I started reading &lt;a href=&quot;http://www.ascd.org/publications/books/108019.aspx&quot;&gt;&lt;i&gt;How to Give Effective Feedback to Your Students&lt;/i&gt; &lt;/a&gt;by &lt;a href=&quot;http://www.ascd.org/Publications/Authors/Susan-Brookhart.aspx?id=77389912001&amp;amp;nvid=a4b1&quot;&gt;Susan M. Brookhart&lt;/a&gt;, and I am already feeling exceedingly challenged. &amp;nbsp; The first section was about timing: feedback needs to be timely.&amp;nbsp; Yep, got it.&amp;nbsp; I am 100 percent there.&amp;nbsp; Kids, and adults for that matter, don&#39;t care any more if they have moved on from the subject under consideration.&amp;nbsp; Therefore, the feedback has to be given while it is still on the mind and while there is still something the student can do about it.&lt;br /&gt;
&lt;br /&gt;
The second section was on amount. Screeching halt- perhaps accompanied by audible groaning on my part.&amp;nbsp; Here is an area that I need a lot of help with.&amp;nbsp; And Brookhart gets to the heart of the matter by conceding that&amp;nbsp;&lt;br /&gt;
&lt;blockquote&gt;Probably the hardest decision to make about feedback is the amount to provide.&amp;nbsp; A natural inclination is to want to &quot;fix&quot; everything you see.&lt;/blockquote&gt;Oh, so true.&amp;nbsp; It is the hardest decision when it comes to feedback because there is so much to write sometimes and not enough time to write it.&amp;nbsp; Plus, I can easily fall into the trap of copy-editing, which often just overwhelms the students and doesn&#39;t really give the student specific ways to approach their next learning steps, if I am not careful.&amp;nbsp; However, writing &quot;Good&quot; or some other such nebulous comment is also unhelpful it would seem.&amp;nbsp; To make it even more challenging,&lt;br /&gt;
&lt;blockquote&gt;For real learning, what makes the difference is a usable amount of information that connects with something the students already knows and takes them from that point to the next level.&amp;nbsp; &lt;/blockquote&gt;The words that I fixate on in this sentence are the words &lt;i&gt;usable &lt;/i&gt;and &lt;i&gt;connects&lt;/i&gt;.&amp;nbsp; For feedback to be &lt;i&gt;usable&lt;/i&gt;, it has to meet the student where he or she is at developmentally. Right now, at the beginning of the year, it is difficult to keep all of my students&#39; names straight- let alone understand where they are at developmentally.&amp;nbsp; Furthermore, for feedback to &lt;i&gt;connect&lt;/i&gt;, students have to hear it in such a way that they can see how it relates to their current performance and gives them a direction for improvement.&amp;nbsp; This means that it needs to not be too little or too much because both create confusion for the student. Which leaves one question: What is just right?&amp;nbsp; &amp;nbsp; &lt;br /&gt;
&lt;blockquote&gt;Judging the right amount of feedback to give--how much, on how many points--requires deep knowledge and consideration of the following: &lt;/blockquote&gt;&lt;blockquote&gt;&lt;ul&gt;&lt;li&gt;The topic in general and your learning target or targets in particular&amp;nbsp; &lt;/li&gt;
&lt;li&gt;Typical developmental learning progressions for those topics or targets&lt;/li&gt;
&lt;li&gt;Your individual students&lt;/li&gt;
&lt;/ul&gt;&lt;/blockquote&gt;This is difficult, and I can honestly say that I struggle with giving feedback that I can truly say advances the learning of my students.&amp;nbsp; I give feedback, but I do not know to what extent is has been &lt;i&gt;usable &lt;/i&gt;or has &lt;i&gt;connected &lt;/i&gt;to the students- to what extent it is &lt;i&gt;just right&lt;/i&gt;. &amp;nbsp; However, it is an important part of the formative assessment process and I am not going to get better without practicing and going through the process.&amp;nbsp; Just like in the story of Goldilocks, just right always came after too much and too little.&amp;nbsp; Right?&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;Photo by sidknee23 &lt;/span&gt;&lt;/i&gt;</content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/5902913726108094585/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/too-much-too-little-just-right.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/5902913726108094585'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/5902913726108094585'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/too-much-too-little-just-right.html' title='Too Much, Too Little, Just Right'/><author><name>Unknown</name><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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://farm4.static.flickr.com/3242/2819480243_96cef04535_t.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087680151500365065.post-7445901528780160276</id><published>2011-08-21T05:00:00.000-07:00</published><updated>2011-08-21T05:00:04.626-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="feedback"/><category scheme="http://www.blogger.com/atom/ns#" term="feedback that fits"/><category scheme="http://www.blogger.com/atom/ns#" term="How to Gvie Effective Feedback to Your Students"/><category scheme="http://www.blogger.com/atom/ns#" term="Susan M. Brookhart"/><title type='text'>For a Bird&#39;s Eye View</title><content type='html'>&lt;a href=&quot;http://www.flickr.com/photos/rajeshvj/3979069539/&quot; title=&quot;Bird&#39;s Eye View, Nandi Hills by Rajesh Vijayarajan Photography, on Flickr&quot;&gt;&lt;img alt=&quot;Bird&#39;s Eye View, Nandi Hills&quot; height=&quot;336&quot; src=&quot;http://farm3.static.flickr.com/2531/3979069539_1610f1832d.jpg&quot; width=&quot;500&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
Brookhart published an article called &quot;&lt;a href=&quot;http://8954192936081125855-a-1802744773732722657-s-sites.googlegroups.com/site/gwaeafa2010/articles/brookhart_feedback_that_fits.pdf?attachauth=ANoY7crLMmRqHDvKpAtTWf8N5cXBBUza9dA8AsHiUo1b8UoaFjOh5usU1ranTXHAkkoj06XGaYuXK_ZjorLUT9GXAyunhZwurOuB_VcGf8lSo29VKEbCdJ3s_hSlUaX381blNNQvwb8Ue5ja25ZSUoDei7uIm6QYDLI9yZgagLkHXJrlHE1FDveANmOaYxtsD5iaUF9MWYC4aZDyi-jfoK3XdzMEix-lZw6wgAHJcg0w2e9h1iHsaKA%3D&amp;amp;attredirects=0&quot;&gt;Feedback that Fits&lt;/a&gt;&quot; in Educational Leadership, which serves as a summary or overview of &lt;i&gt;How to Give Effective Feedback to Your Students&lt;/i&gt;.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;Photo by &lt;/span&gt;&lt;a href=&quot;http://www.flickr.com/photos/rajeshvj/&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;Rajesh Vijayarajan Photography&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/7445901528780160276/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/for-birds-eye-view.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/7445901528780160276'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/7445901528780160276'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/for-birds-eye-view.html' title='For a Bird&#39;s Eye View'/><author><name>Unknown</name><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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://farm3.static.flickr.com/2531/3979069539_1610f1832d_t.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087680151500365065.post-7831425881963919921</id><published>2011-08-20T07:27:00.000-07:00</published><updated>2011-08-20T07:27:35.711-07:00</updated><title type='text'>New Books</title><content type='html'>I received three new books, which I plan to work my way through in the next month.&amp;nbsp; They are (with accompanying fanfare)-&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;
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&quot; 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&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;
&lt;/a&gt; </content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/7831425881963919921/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/new-books.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/7831425881963919921'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/7831425881963919921'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/new-books.html' title='New Books'/><author><name>Unknown</name><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><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyaQxYnCvrdOrIXe20ojaLB4iz1L0PiqjCPzj7UrJ_Y-qUrrF-kzBmKNVEVcRtipiR9y5oi2_OBOe4I21XM8Iobi6jAgGaDXCWGeiAZPfEq_7_WUg5m8-3NWPz4glJDXirEjCfh-6eQypB/s72-c/Advancing+formative+assessment.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8087680151500365065.post-8891803009655438381</id><published>2011-08-15T05:00:00.000-07:00</published><updated>2011-08-15T05:00:04.317-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="formative assessment"/><category scheme="http://www.blogger.com/atom/ns#" term="individual white boards"/><title type='text'>Individual Whiteboards</title><content type='html'>Though utilizing questions can be a very effective formative assessment strategy, when a teacher asks a question that is answered by one student, the rest of the class can use the opportunity to tune out.&amp;nbsp; Not if you use individual whiteboards (or mini-whites as those in my department call them).&amp;nbsp; I have seen these used to great effect in math and English classes; however, they could be used in any class.&amp;nbsp; For more info, check out &lt;a href=&quot;http://wvde.state.wv.us/teach21/IndividualWhiteboards.html&quot;&gt;this&lt;/a&gt; link.&amp;nbsp; To create inexpensive whiteboards, Dave Carroll, a teacher at my site showed us plastic sheet protectors with a piece of white paper inside.&amp;nbsp; They can be written on and erased, but if you want to put one on the overhead, you just remove the paper inside: instant transparency.&amp;nbsp; Brilliant and so easy.&lt;br /&gt;
&lt;br /&gt;
The video below is of a Spanish teacher using whiteboards with her class. &lt;br /&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.youtube.com/embed/zkpbbu4QC3M?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://learningistheonlything.blogspot.com/feeds/8891803009655438381/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/individual-whiteboards.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/8891803009655438381'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8087680151500365065/posts/default/8891803009655438381'/><link rel='alternate' type='text/html' href='http://learningistheonlything.blogspot.com/2011/08/individual-whiteboards.html' title='Individual Whiteboards'/><author><name>Unknown</name><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></feed>