<?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-3254857369727650710</id><updated>2024-11-01T03:02:38.623-07:00</updated><title type='text'>Planos pra que te quero</title><subtitle type='html'>Ideias de aulas que auxiliam o professor no desenvolvimento de conteúdos de Ciências. Isso pode fazer a diferença!</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://planejaraulas.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://planejaraulas.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>valente</name><uri>http://www.blogger.com/profile/00924372977440279608</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxLsHFuws1LVRIKA5xmoI2eD0dK3tys_IQ8VKJh-DeaMNyCYwzPi7Flezd-5Br1xss0iBufmMDfgxvvZEXaOiWjPfR1AFINhUctn5dOkL5_WQHseDpuTGtEOebP-LMlg/s220/100_0453.JPG'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>15</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3254857369727650710.post-7873632969998727196</id><published>2012-05-27T05:07:00.003-07:00</published><updated>2012-05-27T05:07:32.736-07:00</updated><title type='text'>Hidrostática</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;box_title&quot;&gt;
&lt;h1&gt;
Pressão sobre uma coluna de água&lt;/h1&gt;
&lt;/div&gt;
&lt;div class=&quot;box_content&quot;&gt;


          &lt;div class=&quot;productDetail&quot;&gt;

                  
            
      
      &lt;span class=&quot;image&quot;&gt;
        &lt;a href=&quot;http://ciencia-em-si.webnode.pt/images/200001021-03b7c03fe1/Garrafa.jpg&quot; title=&quot;A página será apresentada numa nova janela.&quot;&gt;
          &lt;img alt=&quot;Pressão sobre uma coluna de água&quot; height=&quot;300&quot; src=&quot;http://files.ciencia-em-si.webnode.pt/system_preview_detail_200001021-03b7c03fe1/Garrafa.jpg&quot; width=&quot;400&quot; /&gt;
        &lt;/a&gt;
      &lt;/span&gt;

  
                  
            
                 
            &lt;div class=&quot;text&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;

 &lt;em&gt;&lt;strong&gt;Influência da altura da coluna de água sobre a pressão&lt;/strong&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;

 &amp;nbsp;&lt;/div&gt;
&lt;strong&gt;Material:&lt;/strong&gt;&lt;br /&gt;

&lt;ul&gt;
&lt;li&gt;
  2 garrafas de água em plástico, iguais;&lt;/li&gt;
&lt;li&gt;
  Tina de plástico ou vidro.&lt;/li&gt;
&lt;li&gt;
  Água.&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;


 &lt;strong&gt;Procedimento:&lt;/strong&gt;&lt;br /&gt;


 Faça dois furos com o mesmo diâmetro, um em cada uma das garrafas, a alturas diferentes.&lt;br /&gt;


 Encha as garrafas com água até acima (tapando os furos no processo).&lt;br /&gt;


 Coloque as garrafas junto ao beiral de uma mesa, com a tina abaixo 
posicionada de forma a receber a água (evitando molhar o chão da sala; 
esta actividade pode e deve ser realizada no exterior, caso seja 
possível).&lt;br /&gt;


 &lt;br /&gt;


 &lt;strong&gt;Observação:&lt;/strong&gt;&lt;br /&gt;


 O jacto de água atinge uma distância tanto maior quanto mais abaixo 
estiver o furo na garrafa. Com a diminuição do líquido a distância que o
 esguicho consegue atingir diminui.&lt;br /&gt;


 &lt;br /&gt;


 &lt;strong&gt;Explicação&lt;/strong&gt;:&lt;br /&gt;


 Quanto mais abaixo fizer o furo e com a mesma altura de água, maior 
será o peso da coluna de água e consequentemente a sua pressão.&lt;br /&gt;


 &lt;strong&gt;P.S.&lt;/strong&gt;- Pode realizar a mesma experiência utilizando apenas uma garrafa, fazendo vários furos a diferentes alturas.&lt;br /&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://planejaraulas.blogspot.com/feeds/7873632969998727196/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://planejaraulas.blogspot.com/2012/05/hidrostatica.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/7873632969998727196'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/7873632969998727196'/><link rel='alternate' type='text/html' href='http://planejaraulas.blogspot.com/2012/05/hidrostatica.html' title='Hidrostática'/><author><name>valente</name><uri>http://www.blogger.com/profile/00924372977440279608</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxLsHFuws1LVRIKA5xmoI2eD0dK3tys_IQ8VKJh-DeaMNyCYwzPi7Flezd-5Br1xss0iBufmMDfgxvvZEXaOiWjPfR1AFINhUctn5dOkL5_WQHseDpuTGtEOebP-LMlg/s220/100_0453.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3254857369727650710.post-8227575216754970470</id><published>2012-05-22T09:56:00.000-07:00</published><updated>2012-10-28T06:17:47.160-07:00</updated><title type='text'>Sistema solar</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h3 class=&quot;post-title entry-title&quot; itemprop=&quot;name&quot;&gt;

&lt;a href=&quot;http://omelhordabiologia.blogspot.com.br/2011/01/feira-de-ciencias-o-tamando-do-sistema.html&quot;&gt;Feira de Ciências: Sistema Solar&lt;/a&gt;
&lt;/h3&gt;
&lt;div class=&quot;post-header&quot;&gt;
&lt;/div&gt;
Olá, &lt;br /&gt;
Nesta postagem vou deixar um excelente experimento para ser usado na 
feira de Ciências da sua escola. Este faz parte de uma das aulas 
divertidas do livro: Aulas divertidas de Ciências. &lt;br /&gt;
&lt;br /&gt;
Confira e deixe sua opinião.&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: red; font-size: medium;&quot;&gt;AS DISTÂNCIAS MÉDIAS DOS PLANETAS AO SOL E ENTRE OS PLANETAS&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
Indicação: alunos do 6º ano/5ª série do Ensino Fundamental&lt;br /&gt;
Objetivo Geral: perceber as diferentes distâncias dos planetas ao sol e entre os planetas&lt;br /&gt;
Conteúdo a ser trabalhado: Sistema Solar&lt;br /&gt;
Tempo necessário: 3 aulas&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Conversando com o professor: &lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Nesta atividade prática você trabalhará a interdisciplinaridade, uma vez
 que se usará muita Matemática e raciocínio lógico para desenvolver os 
cálculos e Artes para dar beleza ao trabalho. Esta atividade prática 
poderá ser desenvolvida na própria sala de aula como também na quadra ou
 laboratório o importante e saber que os alunos trabalharão a maior 
parte do tempo em pé. &lt;br /&gt;
Esta atividade é recomendação da XII Olimpíada Brasileira de Astronomia 
realizada em 2010, onde foram feitas algumas adaptações para diminuição 
de custos. &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Materiais utilizados&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
 10 Bolinhas de isopor de diferentes tamanhos (Para diminuir custos, use bolinhas de papel encapadas com fita adesiva)&lt;br /&gt;
 Barbante ou qualquer outro tipo de linha resistente&lt;br /&gt;
 Cola&lt;br /&gt;
 Tesoura&lt;br /&gt;
 Fita métrica e régua&lt;br /&gt;
 Calculadora&lt;br /&gt;
&lt;br /&gt;
&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/AVvXsEiWoR_rNMheIvhFUuRE2Wit_smj6OrI38MwRrk887k7t04WeqFkYvZb2MK1cHcSC_8kIcAHzLy-F2VvMUoQwCx2tFjbmKCVGGjlXUCjd1J58UMsKE22KeFPa_7sN7MZFT0Kb5ziTfh2z8M/s1600/imagem+experiencia+da+distancia+dos+planetas+ao+sol+e+entre+eles.bmp&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;291&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWoR_rNMheIvhFUuRE2Wit_smj6OrI38MwRrk887k7t04WeqFkYvZb2MK1cHcSC_8kIcAHzLy-F2VvMUoQwCx2tFjbmKCVGGjlXUCjd1J58UMsKE22KeFPa_7sN7MZFT0Kb5ziTfh2z8M/s400/imagem+experiencia+da+distancia+dos+planetas+ao+sol+e+entre+eles.bmp&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;
 Tintas coloridas e lápis de cor&lt;/div&gt;
&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;
&lt;b&gt;Experimento&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;
1
 – Pinte 8 bolinhas conforme as cores dos planetas, 1 conforme o 
planetoide Plutão e uma para o Sol. Consulte as cores dos planetas em 
livros, revistas e na Internet.&lt;/div&gt;
&lt;br /&gt;
2 – Com um lápis de cor qualquer faça um furo no centro de cada bolinha de modo a travessá-la.&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;
3
 – Faça os cálculos para a distância entre os planetas em quilômetros e 
depois transforme em centímetros. Use a tabelinha abaixo para fazer os 
cálculos. &lt;/div&gt;
&lt;br /&gt;
4 – Coloque o Sol na ponta do Barbante passando o barbante pelo centro da bolinha e depois prendendo com cola. &lt;br /&gt;
&lt;br /&gt;
5 – Usando a fita métrica e a régua vá colocando cada bolinha na sua 
posição do barbante observando a tabela com os cálculos, a ordem dos 
planetas e o tamanho de cada bolinha. Observe o desenho abaixo. 
Lembre-se que cada centímetro representa 20.000.000 quilômetros. &lt;br /&gt;
&lt;br /&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/AVvXsEgOdvAgbKdPylakm0VR1Y62-Y6ZafeoOmHaJRltDQ6s0QkX2eE9nd3KCUCWaU5PjWzxL4glOLhoTtRawYD54HXfGXkna12QcUh8oZBs63xMRfHnXXTrV9FS5vubEt-4IIvs_Wahfl0d3s4/s1600/imagem+2+experiencia+da+distancia+dos+planetas+ao+sol+e+entre+eles.bmp&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;244&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOdvAgbKdPylakm0VR1Y62-Y6ZafeoOmHaJRltDQ6s0QkX2eE9nd3KCUCWaU5PjWzxL4glOLhoTtRawYD54HXfGXkna12QcUh8oZBs63xMRfHnXXTrV9FS5vubEt-4IIvs_Wahfl0d3s4/s640/imagem+2+experiencia+da+distancia+dos+planetas+ao+sol+e+entre+eles.bmp&quot; width=&quot;640&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;Figura 1 - As letras sobre os pontos (planetas) representam M(Mercúrio), V(Vênus), T(Terra), M(Marte), J(Júpiter), etc. &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
﻿ 6 – Após colocar todas as bolinhas passe um pouco de cola nas laterais de cada uma para prendê-las totalmente no barbante. &lt;br /&gt;
&lt;br /&gt;
7 – Se preferir corte pedacinhos de papel e escreva em cada um deles o 
nome dos planetas e do planetóide e cole sobre cada respectiva bolinha. &lt;br /&gt;
&lt;br /&gt;
8 – Estique o barbante e observe as grandes distâncias entre os planetas e destes para o Sol. Comente. &lt;br /&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/AVvXsEhee9u0BonppLAWYQ70Bt73wi9_iBjYe3JELfBvWbFcRuMa89hVQIDJvssVkQEs4tqoDUemiHyE-nnZlALFGFuk3XRjrQD1yiBXNoUPBkCl4vC1PhaZyNjj9Fm6sJSnYSyqq-EONph7p0U/s1600/imagem+2+experiencia+da+distancia+dos+planetas+ao+sol+e+entre+eles.bmp&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhee9u0BonppLAWYQ70Bt73wi9_iBjYe3JELfBvWbFcRuMa89hVQIDJvssVkQEs4tqoDUemiHyE-nnZlALFGFuk3XRjrQD1yiBXNoUPBkCl4vC1PhaZyNjj9Fm6sJSnYSyqq-EONph7p0U/s1600/imagem+2+experiencia+da+distancia+dos+planetas+ao+sol+e+entre+eles.bmp&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;Figura 2 - Tabela para cálculos: Entregue um fotocópia para cada aluno, observe que eles deverão calcular a 4ª e 6ª coluna.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;br /&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/AVvXsEhP879m7UKDK3-sl2ICCWlae1WLFipv1EsB07MmXwbsoDcWl5faa6QUXDDPyWcF48NGukmoNtoT3BNrZhyphenhyphenV2lszx6yXXA7FICN8klnFI7tqA3Ab5h2353s7lrYb4fFqpDjPZdAgj_WsGxs/s1600/sistemasolar.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;312&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP879m7UKDK3-sl2ICCWlae1WLFipv1EsB07MmXwbsoDcWl5faa6QUXDDPyWcF48NGukmoNtoT3BNrZhyphenhyphenV2lszx6yXXA7FICN8klnFI7tqA3Ab5h2353s7lrYb4fFqpDjPZdAgj_WsGxs/s640/sistemasolar.jpg&quot; width=&quot;640&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;Figura 3 - Imagem do Sistema Solar - Observe as possíveis cores e a ordem dos planetas.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
﻿ &lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Atividades sobre a distância média dos planetas ao Sol e entre os planetas&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
01 – Após fazer este experimento percebe-se que a distâncias entre os 
corpos no Sistema Solar são muito grandes. Para representar cada 
distância foi necessário usar uma escala. Faça um comentário explicando o
 porquê da escala em centímetros.&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;color: red;&quot;&gt;Resposta: O&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;
 aluno deverá discutir a respeito das medidas de comprimento, 
dissertando sobre a passagem de quilômetros para centímetros e relatando
 sobre a questão de usar a escala de 20.000.000 Km ao invés de 
10.000.000 Km. &lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
02 – Qual a distância existente entre&lt;br /&gt;
&lt;br /&gt;
a) o Sol e Plutão? &lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;color: red;&quot;&gt;Resposta: 3,0 + 2,5 + 2,0 + 4,0 + 27,5 + 
32,5 + 73,5 + 80,0 + 70,0 = 295 cm. O que equivale a 5.900.000.000 Km ( 
Observar última linha da 3ª coluna da tabela)&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
b) o planeta Mercúrio e o planeta Terra: &lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;color: red;&quot;&gt;&lt;i&gt;Resposta: 2,5 + 2,0 = 4,5 cm. O que 
equivale a 90.000.000 Km (Observar que neste caso não se considera a 
distancia entre o Sol e Mercúrio)&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
c) o planeta Júpiter e o planeta Urano: &lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;color: red;&quot;&gt;&lt;i&gt;Resposta: 32,5 + 73,5 = 106 cm. O que 
equivale a 2.120.000.000 Km. (Observar que neste caso conta-se os 
centímetros de Júpiter a Saturno e deste para Urano)&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
03 – Usando a fita métrica meça o comprimento de todo o experimento. O 
comprimento do experimento corresponde, de acordo com a escala, ao 
comprimento do Sol ao planetoide Plutão. Explique sua resposta.&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;color: red;&quot;&gt;Resposta: Não. Somando a distância entre o
 Sol e Plutão pela tabela encontra-se 295 cm o que multiplicando pela 
escala de 20.000.000 Km corresponde a 5.900.000.000 Km. Porém quando se 
mede o comprimento do experimento encontra-se um valor bem além de 295 
cm, isso porque, ao medir de uma extremidade a outra considera-se junto 
os diâmetros de todas as bolinhas usadas no experimento.&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;color: red;&quot;&gt;Sendo assim: &lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;color: red;&quot;&gt;Distância entre o Sol e Plutão = Comprimento total do experimento – soma do diâmetro de todas as bolinhas usadas&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://planejaraulas.blogspot.com/feeds/8227575216754970470/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://planejaraulas.blogspot.com/2012/05/sistema-solar.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/8227575216754970470'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/8227575216754970470'/><link rel='alternate' type='text/html' href='http://planejaraulas.blogspot.com/2012/05/sistema-solar.html' title='Sistema solar'/><author><name>valente</name><uri>http://www.blogger.com/profile/00924372977440279608</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxLsHFuws1LVRIKA5xmoI2eD0dK3tys_IQ8VKJh-DeaMNyCYwzPi7Flezd-5Br1xss0iBufmMDfgxvvZEXaOiWjPfR1AFINhUctn5dOkL5_WQHseDpuTGtEOebP-LMlg/s220/100_0453.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWoR_rNMheIvhFUuRE2Wit_smj6OrI38MwRrk887k7t04WeqFkYvZb2MK1cHcSC_8kIcAHzLy-F2VvMUoQwCx2tFjbmKCVGGjlXUCjd1J58UMsKE22KeFPa_7sN7MZFT0Kb5ziTfh2z8M/s72-c/imagem+experiencia+da+distancia+dos+planetas+ao+sol+e+entre+eles.bmp" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3254857369727650710.post-4658266771384501270</id><published>2012-05-16T16:54:00.000-07:00</published><updated>2012-05-16T16:54:02.615-07:00</updated><title type='text'>Mamíferos</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;

  

  

  &lt;h3&gt;

 &lt;u&gt;Objetivos&lt;/u&gt;&lt;/h3&gt;
1) Compreender, de forma simplificada, a história evolutiva dos mamíferos;&lt;br /&gt;


 2) Estudar as características gerais dos mamíferos atuais;&lt;br /&gt;


 3) Analisar as principais especializações dos mamíferos;&lt;br /&gt;


 4) Estudar a diversidade de espécies dos mamíferos.&lt;br /&gt;

&lt;h3&gt;

 &lt;u&gt;Comentários&lt;/u&gt;&lt;/h3&gt;
Mencione &quot;animal&quot; para alguém e provavelmente essa pessoa irá pensar em
 um mamífero. Isso acontece porque, além de pertencermos a esse mesmo 
grupo de animais, alguns mamíferos são comuns à vida da maior parte das 
pessoas. Tal fato, por si só, justifica o estudo dessa classe. Mas as 
razões para que o conhecimento acerca dos mamíferos seja fundamental é 
sua diversidade de formas e habitats - o que reflete uma incrível 
capacidade de adaptação.&lt;br /&gt;


 Das mais de 50 mil espécies conhecidas de vertebrados, apenas cerca de 
4.500 correspondem a mamíferos. Apesar disso, a diversidade da classe &lt;em&gt;Mammalia&lt;/em&gt; é imensa: das profundezas dos oceanos até as mais altas montanhas, podemos encontrar espécies de mamíferos.&lt;br /&gt;

&lt;h3&gt;

 &lt;u&gt;Procedimentos&lt;/u&gt;&lt;/h3&gt;
1) Professor, inicie a aula pedindo para que cada aluno pense em um 
animal. Em seguida, conte quantos alunos optaram por um mamífero e, se 
desejar utilize o comentário acima para começar a abordar o tema dessa 
aula.&lt;br /&gt;


 2) Para que os alunos compreendam a história evolutiva dos mamíferos, 
mesmo que de maneira superficial, é preciso que eles entendam a &lt;em&gt;classificação dos crânios quanto às fendas temporais&lt;/em&gt;.
 É importante, em termos evolutivos, que os alunos saibam as diferenças 
entre os tipos de crânio. Para tanto, você pode utilizar as informações 
abaixo:&lt;br /&gt;


 a) Crânio anápsido: sem fendas temporais. São exemplos os testudines (tartarugas aquáticas, terrestres e cágados).&lt;br /&gt;

&lt;div class=&quot;modfoto center modulos grande&quot;&gt;

 &lt;div class=&quot;conteudo&quot;&gt;

  &lt;ul&gt;
&lt;li&gt;
    &lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;imagem&quot; src=&quot;http://n.i.uol.com.br/educacao/saladoprofessor/planos/cranio-anapsido.jpg&quot; title=&quot;&quot; /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
b) Crânio diápsido: possui duas fendas temporais. Os animais viventes 
que possuem esse tipo de crânio são os lagartos, serpentes, tuataras, e 
aves. Muitos animais pré-históricos como o Tiranossauro, Velociraptor e 
arcossauros eram diápsidos.&lt;br /&gt;

&lt;div class=&quot;modfoto center modulos grande&quot;&gt;

 &lt;div class=&quot;conteudo&quot;&gt;

  &lt;ul&gt;
&lt;li&gt;
    &lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;imagem&quot; src=&quot;http://n.i.uol.com.br/educacao/saladoprofessor/planos/cranio-diapsido.jpg&quot; title=&quot;&quot; /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
c) Crânio euriápsido: apresentava uma fenda temporal superior e era o tipo de crânio dos plesiossauros.&lt;br /&gt;

&lt;div class=&quot;modfoto center modulos grande&quot;&gt;

 &lt;div class=&quot;conteudo&quot;&gt;

  &lt;ul&gt;
&lt;li&gt;
    &lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;imagem&quot; src=&quot;http://n.i.uol.com.br/educacao/saladoprofessor/planos/cranio-euriapsido.jpg&quot; title=&quot;&quot; /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
d) Crânio sinápsido: possui uma fenda temporal inferior. São exemplos 
os animais ancestrais dos mamíferos, os Synapsida e os próprios 
mamíferos.&lt;br /&gt;

&lt;div class=&quot;modfoto center modulos grande&quot;&gt;

 &lt;div class=&quot;conteudo&quot;&gt;

  &lt;ul&gt;
&lt;li&gt;
    &lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;imagem&quot; src=&quot;http://n.i.uol.com.br/educacao/saladoprofessor/planos/cranio-sinapsido.jpg&quot; title=&quot;&quot; /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
3) Em seguida, professor, utilize um cladograma como ferramenta para 
explicar a evolução dos mamíferos, de maneira superficial. Segue abaixo 
uma sugestão de imagem:&lt;br /&gt;

&lt;div class=&quot;modfoto center modulos grande&quot;&gt;

 &lt;div class=&quot;conteudo&quot;&gt;

  &lt;ul&gt;
&lt;li&gt;
    &lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;imagem&quot; src=&quot;http://n.i.uol.com.br/educacao/saladoprofessor/planos/ev-mamiferos.jpg&quot; title=&quot;&quot; /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
4) Professor comente com os alunos que todos os mamíferos apresentam 
(ou já apresentaram em algum momento de sua evolução) as seguintes 
características, e explique-as:&lt;br /&gt;


 a) Tegumento:&lt;br /&gt;


 - Pelos e camada subcutânea de gordura: funcionam como um isolante 
térmico, pois dificultam a perda de calor para o meio externo. São 
importantes para a endotermia, ou seja, para a manutenção da temperatura
 corpórea. Além de ajudar a reduzir a perda de calor, os pelos 
desempenham outras funções como a camuflagem, distinção sexual e 
interações sociais. Muitas vezes animais como cães, lobos, ursos, e 
gatos sinalizam medo e agressividade ao eriçar os pelos. Quando uma 
pessoa sente arrepio (de frio, por exemplo), seus pelos se eriçam - essa
 é uma reação involuntária que tem a função de evitar a perda de calor. 
Muita gente sente arrepios ao passar por alguma situação estressante.&lt;br /&gt;


 - Glândulas cutâneas: são as glândulas sudoríparas, sebáceas, 
odoríferas e mamárias. Apesar de todas as fêmeas de mamíferos 
apresentarem lactação, nem todas possuem mamilos e, essas glândulas são 
ausentes em machos marsupiais. O leite das fêmeas de monotremados 
(ornitorrinco e as equidnas) brota de poros na região ventral e escorre 
nos pelos.&lt;br /&gt;


 b) Viviparidade: os mamíferos dão a luz a filhotes, ao invés de botar ovos - as únicas exceções são os monotremados.&lt;br /&gt;


 c) Glândula hardeniana: associada aos olhos, essa glândula secreta uma 
substância oleosa que, chega às narinas. Então, os animais utilizam as 
patas dianteiras para espalhar essa substância em sua pelagem - isso 
cria uma barreira contra o frio e a umidade.&lt;br /&gt;


 d) São difiodontes: apresentam apenas dois grupos de dentes 
substituíveis. Um bom exemplo disso, nos seres humanos, são os dentes de
 leite e os dentes permanentes.&lt;br /&gt;


 e) Heterodontia: a dentição dos mamíferos é formada por diferentes tipos de dentes (caninos, incisivos, molares etc.).&lt;br /&gt;


 f) Músculos da face: é um traço exclusivo dos mamíferos, pois são 
ausentes nos outros vertebrados. São esses músculos que permitem as 
expressões faciais. Obviamente o desenvolvimento varia entre as 
diferentes espécies.&lt;br /&gt;


 5) Professor, agora comece a explicar sobre as principais especializações, ou adaptações dos mamíferos, e dê exemplos:&lt;br /&gt;


 a) Quanto à locomoção: patas adaptadas para andar, correr, nadar, cavar, voar etc.&lt;br /&gt;


 b) Respiração aliada à locomoção: o tipo de movimento realizado pelos 
mamíferos aumenta a eficiência respiratória, em relação aos répteis:&lt;br /&gt;

&lt;div class=&quot;modfoto center modulos grande&quot;&gt;

 &lt;div class=&quot;conteudo&quot;&gt;

  &lt;ul&gt;
&lt;li&gt;
    &lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;imagem&quot; src=&quot;http://n.i.uol.com.br/educacao/saladoprofessor/planos/locom-resp.jpg&quot; title=&quot;&quot; /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
c) Anexos tegumentares: unhas, cascos, garras.&lt;br /&gt;


 d) Chifres e cornos.&lt;br /&gt;


 e) Tipos de postura.&lt;br /&gt;


 f) Tipos de alimentação e as adaptações relacionadas: herbívoros, carnívoros, onívoros.&lt;br /&gt;


 g) a mandíbula dos mamíferos é formada por um único osso, ao contrário 
dos demais vertebrados, que possuem mandíbula de ossos múltiplos.&lt;br /&gt;


 5) Professor, para começar a explicar a diversidade dos mamíferos, 
esclareça as principais diferenças entre os grupos da classe Mammalia: 
Monotremados, eutérios e térios.&lt;br /&gt;


 6) Em seguida, proponha a leitura dos textos &lt;a href=&quot;http://educacao.uol.com.br/biologia/ult1698u46.jhtm&quot;&gt;Mamíferos 1&lt;/a&gt; e &lt;a href=&quot;http://educacao.uol.com.br/biologia/ult1698u47.jhtm&quot;&gt; Mamíferos 2&lt;/a&gt; para casa, com o seguinte questionário:&lt;br /&gt;


 a) Cite seis ordens de mamíferos com seus respectivos exemplos.&lt;br /&gt;


 b) É correto dizer que os mamíferos apresentam uma grande diversidade? Explique sua resposta.&lt;br /&gt;


 c) Como é o cérebro dos mamíferos e quais as vantagens de suas características?&lt;br /&gt;


 d) Cite dois exemplos de mamíferos e explique o modo de desenvolvimento
 dos filhotes dos grupos: monotremados, marsupiais, placentários.&lt;br /&gt;


 e) Quais são as características do grupo dos mamíferos que você identifica em si mesmo? Quais você não possui?&lt;br /&gt;


 f) Em qual momento da história da Terra os mamíferos se diversificaram? Por quê?&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h1&gt;
Mamíferos (2)&lt;/h1&gt;
&lt;h2&gt;
Características&lt;/h2&gt;
&lt;div id=&quot;credito-texto&quot;&gt;
Carlos Roberto de Lana*&lt;br /&gt;
Especial para a Página 3 Pedagogia &amp;amp; Comunicação&lt;/div&gt;
Poucas imagens podem dar uma idéia da diversidade de formas dos &lt;strong&gt;mamíferos&lt;/strong&gt;, como se vê a seguir:&lt;br /&gt;

&lt;br /&gt;
&lt;table align=&quot;center&quot; border=&quot;1&quot;&gt;
  &lt;tbody&gt;
&lt;tr bgcolor=&quot;#ece8d6&quot;&gt; 
    &lt;td&gt; 
      &lt;div align=&quot;center&quot;&gt;
&lt;img height=&quot;124&quot; src=&quot;http://n.i.uol.com.br/licaodecasa/ensmedio/biologia/ornito.jpg&quot; width=&quot;180&quot; /&gt;&lt;/div&gt;
&lt;/td&gt;
    &lt;td&gt; 
      &lt;div align=&quot;center&quot;&gt;
&lt;img height=&quot;109&quot; src=&quot;http://n.i.uol.com.br/licaodecasa/ensmedio/biologia/golfo.jpg&quot; width=&quot;180&quot; /&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
    &lt;td bgcolor=&quot;#ece8d6&quot;&gt;
&lt;div align=&quot;center&quot;&gt;
&lt;img height=&quot;124&quot; src=&quot;http://n.i.uol.com.br/licaodecasa/ensmedio/biologia/chimpa.jpg&quot; width=&quot;102&quot; /&gt;&lt;/div&gt;
&lt;/td&gt;
    &lt;td bgcolor=&quot;ece8d6&quot;&gt;&lt;div align=&quot;center&quot;&gt;
&lt;img height=&quot;121&quot; src=&quot;http://n.i.uol.com.br/licaodecasa/ensmedio/biologia/morcego.jpg&quot; width=&quot;185&quot; /&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
O ornitorrinco, da ordem &lt;i&gt;Monotremata&lt;/i&gt;, tem bico, assim como os patos; o golfinho, da ordem &lt;i&gt;Cetacea&lt;/i&gt;, é um mamífero aquático; o chimpanzé, da ordem &lt;i&gt;Primata&lt;/i&gt;, é muito semelhante ao homem; e o &lt;a href=&quot;http://educacao.uol.com.br/biologia/ult1698u59.jhtm&quot;&gt;morcego&lt;/a&gt;, da ordem &lt;i&gt;Chiroptera&lt;/i&gt;, voa como os pássaros. &lt;br /&gt;


As diferenças entre os mamíferos não se limitam à forma. O estranho mas 
simpático ornitorrinco não se assemelha às aves apenas no bico de pato. 
Ele também se reproduz botando ovos, ao contrário da maioria dos 
mamíferos que geram seus filhotes por gestação placentária. &lt;br /&gt;


&lt;br /&gt;
&lt;h3&gt;
Diferenças e semelhanças&lt;/h3&gt;
Nisso diferem também os &lt;a href=&quot;http://educacao.uol.com.br/ciencias/marsupial.jhtm&quot;&gt;marsupiais&lt;/a&gt;, como o canguru e o &lt;a href=&quot;http://educacao.uol.com.br/biologia/ult1698u72.jhtm&quot;&gt;diabo da Tasmânia&lt;/a&gt;,
 cujas fêmeas não possuem placenta para nutrir os fetos, que assim 
completam seu desenvolvimento em uma bolsa, na barriga da mãe. &lt;br /&gt;

Mas se as diferenças entre os mamíferos são muitas, suas semelhanças 
preponderam. Todos os mamíferos possuem respiração pulmonar e um sistema
 circulatório onde um coração de quatro cavidades mantém separado o 
sangue arterial (que vem do pulmão e, portanto, rico em oxigênio) do 
venoso (que recebeu o dióxido de carbono das células). Nos &lt;a href=&quot;http://educacao.uol.com.br/biologia/ult1698u51.jhtm&quot;&gt;répteis&lt;/a&gt;, anfíbios e peixes não há esta separação e o sangue arterial e venoso se misturam ao longo da circulação. &lt;br /&gt;


&lt;br /&gt;
&lt;h3&gt;
Cérebro e zelo&lt;/h3&gt;
Os mamíferos são animais notáveis por mais 
duas características na qual se destacam entre todos os demais. Possuem 
cérebros grandes proporcionalmente às suas massas corporais, o que lhes 
confere melhor coordenação, memória e capacidade de aprendizagem e 
solução de problemas. &lt;br /&gt;

Também são pais zelosos por suas crias, zelo este que não é 
incondicional, mas que na maioria das situações e espécies sugere que o 
amor é um talento especial dos mamíferos. &lt;br /&gt;


Na espécie &lt;i&gt;Homo sapiens sapiens&lt;/i&gt;, que nos define entre os 
mamíferos, as habilidades conseqüentes de um cérebro grande nos dotou de
 uma forma de inteligência que ultrapassa tudo que a natureza produziu 
antes (até onde sabemos, pelo menos). &lt;br /&gt;


&lt;br /&gt;
&lt;h3&gt;
Espécie humana&lt;/h3&gt;
Podemos fazer muito mais que resolver 
problemas concretos, como encontrar o melhor modo de abrir um fruto ou 
usar grandes folhas para nos proteger da chuva, coisas que gorilas e 
orangotangos, primatas como nós, também conseguem fazer. &lt;br /&gt;

A inteligência humana se define por sua capacidade de abstração e 
imaginação. Também somos, entre todos os animais, os mais dispostos a 
defender e cuidar de suas crias. &lt;br /&gt;


Essas duas qualidades foram fundamentais para o homem se tornar a 
espécie dominante no planeta, o que significa que de certa forma, o que 
há de melhor em nós foi nossa sorte em aprimorar o que os mamíferos tem 
de melhor, um grande cérebro e um grande coração. De quatro cavidades.

&lt;br /&gt;
&lt;h1&gt;
Mamíferos (1)&lt;/h1&gt;
&lt;h2&gt;
Diversidade e capacidade de adaptação&lt;/h2&gt;
&lt;table class=&quot;caixa-foto&quot;&gt;
   &lt;tbody&gt;
&lt;tr&gt;
    &lt;td&gt;
     &lt;img alt=&quot;Reprodução&quot; class=&quot;foto-caixa&quot; src=&quot;http://n.i.uol.com.br/licaodecasa/ensfundamental/datascomemorativas/maternidade.jpg&quot; title=&quot;Reprodução&quot; /&gt;
     &lt;div class=&quot;legenda&quot;&gt;
Maternidade, gravura de Pablo Picasso&lt;/div&gt;
&lt;/td&gt;
   &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
Qualquer um que observasse a corrida da &lt;a href=&quot;http://educacao.uol.com.br/biologia/ult1698u40.jhtm&quot;&gt;evolução&lt;/a&gt; cem milhões de anos atrás e tivesse que apostar no sucesso de algum grupo de espécies, dificilmente colocaria suas fichas nos &lt;strong&gt;mamíferos&lt;/strong&gt;. Se hoje a zebra é um conhecido mamífero, na época os mamíferos eram uma grande zebra...&lt;br /&gt;

Afinal, no mundo dos &lt;a href=&quot;http://educacao.uol.com.br/ciencias/ult1686u68.jhtm&quot;&gt;tiranossauros&lt;/a&gt; e &lt;a href=&quot;http://educacao.uol.com.br/ciencias/ult1686u68.jhtm&quot;&gt;velociraptores&lt;/a&gt;,
 os mamíferos não passavam de lanchinhos rápidos à disposição dos 
terríveis predadores. Só que o tempo passou, os dinossauros também e 
aqueles bichinhos peludos, que estavam sempre fugindo ou se escondendo 
de algum &lt;a href=&quot;http://educacao.uol.com.br/biologia/ult1698u51.jhtm&quot;&gt;réptil&lt;/a&gt;, se deram bem. &lt;br /&gt;


&lt;br /&gt;
&lt;h3&gt;
Da África ao Ártico&lt;/h3&gt;
Quando viram o terreno livre, os 
mamíferos se espalharam por todo o planeta e se adaptaram a todos os 
ambientes. Das tórridas savanas da África às gélidas paisagens do 
Ártico, os mamíferos ocuparam terras, oceanos, rios e os próprios ares. &lt;br /&gt;

A razão desta adaptabilidade única entre os vertebrados, com similar 
próximo, mas não alcançado, nas aves, reside nas características típicas
 dos mamíferos - animais cordados, de sangue quente, cobertos por pelos,
 cujas fêmeas são capazes de produzir o alimento de seus filhotes, o 
leite. &lt;br /&gt;


Mamíferos, claro, são animais que mamam quando pequenos, uma tremenda 
vantagem evolutiva, uma vez que as mamães mamíferas são capazes de 
transformar suas reservas de gordura em alimento para os filhotes, 
garantindo a sobrevivência deles em condições de escassez de alimentos. 
Coisa que nenhum outro animal, vertebrado ou invertebrado, tem condição 
de fazer. &lt;br /&gt;


&lt;br /&gt;
&lt;h3&gt;
Animais de sangue quente&lt;/h3&gt;
Além disso, como se disse, os 
mamíferos são animais de sangue quente, ou homeotérmicos, o que quer 
dizer que sua temperatura corporal é constante e não depende da 
temperatura externa. &lt;br /&gt;

Isto permite que os mamíferos habitem regiões nas quais os répteis em 
geral não sobreviveriam, uma vez que estes animais precisam aquecer-se 
ao sol para obter a energia necessária às suas atividades físicas. É por
 isso que existem ursos polares, mas não existem lagartos polares. &lt;br /&gt;


&lt;br /&gt;
&lt;h3&gt;
Nas águas e nos ares&lt;/h3&gt;
A grande maioria dos mamíferos é terrestre, mas &lt;a href=&quot;http://educacao.uol.com.br/biologia/ult1698u87.jhtm&quot;&gt;baleias&lt;/a&gt;, golfinhos e mamíferos fluviais como o peixe-boi representam bem o grupo pelas águas do mundo. &lt;br /&gt;

E se aves e &lt;a href=&quot;http://educacao.uol.com.br/biologia/ult1698u44.jhtm&quot;&gt;insetos&lt;/a&gt;
 são mais comuns no céus, há pelo menos uma ordem de mamíferos 
representando a classe junto aos alados, os quirópteros, nome de família
 dos conhecidos, e nem sempre queridos, &lt;a href=&quot;http://educacao.uol.com.br/biologia/ult1698u59.jhtm&quot;&gt;morcegos&lt;/a&gt;. &lt;br /&gt;


Existem por volta de 4.600 espécies de mamíferos, cuja diversidade pode 
ser constatada numa rápida olhada em algumas de suas principais ordens: &lt;br /&gt;


&lt;br /&gt;

  &lt;table align=&quot;center&quot; border=&quot;1&quot;&gt;&lt;tbody&gt;
&lt;tr&gt; 
    &lt;td bgcolor=&quot;#ffcc00&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;Ordem 
      &lt;em&gt;Monotremata&lt;/em&gt; &lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;
    &lt;td bgcolor=&quot;#ece8d6&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;ornitorrinco, 
      equidna&lt;/span&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt; 
    &lt;td bgcolor=&quot;#ffcc00&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;Ordem 
      &lt;em&gt;Dasyuromorphia&lt;/em&gt; &lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;
    &lt;td bgcolor=&quot;#ece8d6&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;diabo 
      da Tasmânia&lt;/span&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt; 
    &lt;td bgcolor=&quot;#ffcc00&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;Ordem 
      &lt;em&gt;Diprotodontia&lt;/em&gt; &lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;
    &lt;td bgcolor=&quot;#ece8d6&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;coala, 
      canguru&lt;/span&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt; 
    &lt;td bgcolor=&quot;#ffcc00&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;Ordem 
      &lt;em&gt;Xenarthra&lt;/em&gt; &lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;
    &lt;td bgcolor=&quot;#ece8d6&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;preguiça, 
      tatu, tamanduá&lt;/span&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt; 
    &lt;td bgcolor=&quot;#ffcc00&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;Ordem 
      &lt;em&gt;Chiroptera&lt;/em&gt; &lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;
    &lt;td bgcolor=&quot;#ece8d6&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;morcego&lt;/span&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt; 
    &lt;td bgcolor=&quot;#ffcc00&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;Ordem 
      &lt;em&gt;Primata&lt;/em&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;
    &lt;td bgcolor=&quot;#ece8d6&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;lêmur, 
      macaco, chimpanzé, mico, homem&lt;/span&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt; 
    &lt;td bgcolor=&quot;#ffcc00&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;Ordem 
      &lt;em&gt;Rodentia&lt;/em&gt; &lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;
    &lt;td bgcolor=&quot;#ece8d6&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;rato, 
      hamster, esquilo, porco-espinho, castor&lt;/span&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt; 
    &lt;td bgcolor=&quot;#ffcc00&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;Ordem 
      &lt;em&gt;Lagomorpha&lt;/em&gt; &lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;
    &lt;td bgcolor=&quot;#ece8d6&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;lebre, 
      coelho&lt;/span&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt; 
    &lt;td bgcolor=&quot;#ffcc00&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;Ordem 
      &lt;em&gt;Insectivora&lt;/em&gt; &lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;
    &lt;td bgcolor=&quot;#ece8d6&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;musaranho, 
      toupeira, ouriço&lt;/span&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt; 
    &lt;td bgcolor=&quot;#ffcc00&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;Ordem 
      &lt;em&gt;Carnivora&lt;/em&gt; &lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;
    &lt;td bgcolor=&quot;#ece8d6&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;cão, 
      lobo, felinos, urso, doninha, foca, morsa&lt;/span&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt; 
    &lt;td bgcolor=&quot;#ffcc00&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;Ordem 
      &lt;em&gt;Artiodactyla&lt;/em&gt; &lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;
    &lt;td bgcolor=&quot;#ece8d6&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;porco, 
      veado, boi, bode, ovelha, camelo&lt;/span&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt; 
    &lt;td bgcolor=&quot;#ffcc00&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;Ordem 
      &lt;em&gt;Cetacea&lt;/em&gt; &lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;
    &lt;td bgcolor=&quot;#ece8d6&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;baleia, 
      golfinho&lt;/span&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt; 
    &lt;td bgcolor=&quot;#ffcc00&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;Ordem 
      &lt;em&gt;Perissodactyla&lt;/em&gt; &lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;
    &lt;td bgcolor=&quot;#ece8d6&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;cavalo, 
      anta, rinoceronte&lt;/span&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt; 
    &lt;td bgcolor=&quot;#ffcc00&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;Ordem 
      &lt;em&gt;Proboscidea&lt;/em&gt; &lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;
    &lt;td bgcolor=&quot;#ece8d6&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;elefante&lt;/span&gt;&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt; 
    &lt;td bgcolor=&quot;#ffcc00&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;Ordem 
      &lt;em&gt;Sirenia&lt;/em&gt; &lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;
    &lt;td bgcolor=&quot;#ece8d6&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: x-small;&quot;&gt;peixe-boi&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://planejaraulas.blogspot.com/feeds/4658266771384501270/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://planejaraulas.blogspot.com/2012/05/mamiferos.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/4658266771384501270'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/4658266771384501270'/><link rel='alternate' type='text/html' href='http://planejaraulas.blogspot.com/2012/05/mamiferos.html' title='Mamíferos'/><author><name>valente</name><uri>http://www.blogger.com/profile/00924372977440279608</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxLsHFuws1LVRIKA5xmoI2eD0dK3tys_IQ8VKJh-DeaMNyCYwzPi7Flezd-5Br1xss0iBufmMDfgxvvZEXaOiWjPfR1AFINhUctn5dOkL5_WQHseDpuTGtEOebP-LMlg/s220/100_0453.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3254857369727650710.post-1655422746470628047</id><published>2012-05-16T16:48:00.002-07:00</published><updated>2012-05-16T16:48:55.252-07:00</updated><title type='text'>Aves</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;&lt;h3&gt;

 &lt;u&gt;Objetivos&lt;/u&gt;&lt;/h3&gt;
1) Compreender as relações evolutivas entre dinossauros e aves;&lt;br /&gt;


 2) Analisar as características gerais das aves;&lt;br /&gt;


 3) Estudar as adaptações das aves relacionadas à alimentação e aos seus hábitos de vida;&lt;br /&gt;


 4) Estudar os tipos de pena, suas funções e os tipos de voo das aves;&lt;br /&gt;


 5) Investigar a diversidade de espécies das aves;&lt;br /&gt;


 6) Compreender a importância ecológica das aves.&lt;br /&gt;

&lt;h3&gt;

 &lt;u&gt;Comentários&lt;/u&gt;&lt;/h3&gt;
É fácil reconhecer uma ave moderna: ela certamente irá apresentar 
características visíveis como penas e bico. Mas essas estruturas não são
 sinônimos de aves: há milhões de anos existiram dinossauros emplumados 
e, quanto ao bico, animais como tartarugas também o possuem - embora 
seja um tipo diferente. Quanto ao voo, outros grupos de animais 
apresentam essa capacidade: o morcego, os insetos, e alguns répteis 
planadores. Esse fenômeno é denominado convergência adaptativa.&lt;br /&gt;


 Por isso, professor, é importante estudar as características exclusivas
 das aves, ou seja, estruturas morfológicas, anatômicas e arranjos 
fisiológicos que apenas esses animais possuem. Para compreendê-las é 
necessário auxiliar os alunos a investigar a evolução das aves, pois as 
aves atuais passaram por milhões de anos de mutações adaptativas e de 
seleção natural.&lt;br /&gt;


 Por exemplo, os ossos pneumáticos (ossos ocos) das aves apareceram pela
 primeira vez nos arcossauros. Isso confere às aves um esqueleto leve, 
que possibilita o voo. Juntamente com os sacos aéreos e o pulmão 
parabronquial, as aves desenvolveram um sistema de respiração 
unidirecional, no qual há um maior aproveitamento de oxigênio e, também 
possibilita uma endotermia mais eficaz que a dos mamíferos.&lt;br /&gt;


 Nesta aula, os alunos irão descobrir essas e mais algumas 
características interessantes das aves, bem como irão estudar sua 
importância ecológica e diversidade de espécies. Certamente, os detalhes
 são muitos, apesar das explicações serem generalizadas, e pode ser 
preciso dividir esse tema em duas ou três partes.&lt;br /&gt;

&lt;h3&gt;

 &lt;u&gt;Procedimentos&lt;/u&gt;&lt;/h3&gt;
1) Antes de iniciar a aula, peça aos alunos a leitura do texto &lt;a href=&quot;http://educacao.uol.com.br/planos-aula/medio/biologia-aves.jhtm?http://educacao.uol.com.br/ciencias/ult1698u55.jhtm?&quot;&gt;Dinossauros e aves&lt;/a&gt;.
 Em seguida, apresente o tema da aula e peça de maneira aleatória, para 
cada aluno ler um parágrafo - essa didática promove a atenção dos alunos
 focada na leitura.&lt;br /&gt;


 2) Em seguida, discuta o texto com os alunos por alguns minutos e, 
depois, levante a seguinte questão: &quot;Quem nasceu primeiro, o ovo ou a 
galinha?&quot;;. Lembre-se de que antes das aves aparecerem, os répteis 
conquistaram o ambiente terrestre e, que isso só foi possível graças a 
uma estrutura que propiciasse um meio líquido num ambiente seco: a 
solução foi o ovo com casca! Assim, podemos dizer que o ovo nasceu antes
 da galinha.&lt;br /&gt;


 3) Professor, assim que achar conveniente, explique aos alunos que 
apesar de existirem várias espécies de aves, todas elas compartilham 
determinadas características, tais como:&lt;br /&gt;


 a) Respiração pulmonar (pulmão parabronquial *)&lt;br /&gt;


 b) Sistema digestório completo;&lt;br /&gt;


 c) Circulação fechada, dupla e completa;&lt;br /&gt;


 d) Coração com 4 cavidades;&lt;br /&gt;


 e) Cloaca;&lt;br /&gt;


 f) Glândula uropigiana *;&lt;br /&gt;


 g) Fecundação interna e desenvolvimento direto;&lt;br /&gt;


 h) Endotermia;&lt;br /&gt;


 i) Ossos pneumáticos *;&lt;br /&gt;


 j) Penas *;&lt;br /&gt;


 l) Oviparidade;&lt;br /&gt;


 m) sacos aéreos *;&lt;br /&gt;


 n) cuidado parental.&lt;br /&gt;


 * As estruturas marcadas com asterisco são exclusivas das aves modernas.&lt;br /&gt;


 4) Agora, comente com seus alunos sobre a diversidade de bicos que as 
várias espécies de aves apresentam. Esclareça que essa grande variedade 
de morfologias de bico se deve aos diferentes hábitos alimentares das 
aves. É interessante, nesse ponto da aula, apresentar aos alunos, 
imagens de diferentes espécies de aves, onde se evidenciem seus bicos. 
Compare, por exemplo, a foto de um psitacídeo (papagaio, arara, cacatua)
 com a de um gavião.&lt;br /&gt;


 5) Explique a relação das formas dos bicos dessas aves com seu respectivo hábito alimentar.&lt;br /&gt;


 6) Em seguida, realize o mesmo procedimento utilizado acima, para 
explicar a variedade de formas nas patas das aves. Se desejar, utilize a
 imagem abaixo:&lt;br /&gt;

&lt;div class=&quot;modfoto center modulos grande&quot;&gt;

 &lt;div class=&quot;conteudo&quot;&gt;

  &lt;ul&gt;
&lt;li&gt;
    &lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;imagem&quot; src=&quot;http://n.i.uol.com.br/educacao/saladoprofessor/planos/urubu-pato.jpg&quot; title=&quot;&quot; /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
7) Professor, faça com que os alunos observem que, do lado direito, 
temos aves aquáticas e, do esquerdo, aves carnívoras. Mesmo assim, esses
 animais diferem em relação aos seus bicos e patas. Explique à classe 
que essas distinções se devem ao tipo de alimentação: o gavião 
(falconiforme) é um predador e, por isso, suas patas são &quot;desenhadas&quot; 
para agarrar e perfurar a presa; seu bico é adaptado para arrancar 
pequenos pedaços de carne; os olhos do gavião são grandes e sua visão é 
bem desenvolvida, para poder enxergar, de longe, sua caça. Já o urubu é 
uma ave que se alimenta de carniça - por isso, suas patas não têm a 
força das do falconiforme, nem tampouco o poder de perfuração; seus 
olhos são menores, e seu bico tem a morfologia perfeita para rasgar a 
carne de animais já mortos há algum tempo. O pato e a gaivota têm patas 
adaptadas ao ambiente aquático, embora o primeiro animal seja típico de 
água doce e o segundo de águas marinhas. A maior diferença entre essas 
duas aves está no bico: a gaivota é uma predadora de peixes marinhos, o 
que requer maior agressividade e capacidade de perfuração.&lt;br /&gt;


 8) Em relação às penas das aves, é importante que os alunos identifiquem suas principais estruturas:&lt;br /&gt;

&lt;div class=&quot;modfoto center modulos grande&quot;&gt;

 &lt;div class=&quot;conteudo&quot;&gt;

  &lt;ul&gt;
&lt;li&gt;
    &lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;imagem&quot; src=&quot;http://n.i.uol.com.br/educacao/saladoprofessor/planos/estrut-penas.jpg&quot; title=&quot;&quot; /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
9) Lembre aos alunos que as aves apresentam diferentes tipos de penas e
 cada um deles possui uma função diferente. Então, mostre à classe uma 
imagem que ilustre os tipos de pena, como a sugestão abaixo:&lt;br /&gt;

&lt;div class=&quot;modfoto center modulos grande&quot;&gt;

 &lt;div class=&quot;conteudo&quot;&gt;

  &lt;ul&gt;
&lt;li&gt;
    &lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;imagem&quot; src=&quot;http://n.i.uol.com.br/educacao/saladoprofessor/planos/tipos-penas.jpg&quot; title=&quot;&quot; /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
1. Rêmiges primárias;&lt;br /&gt;


 2. Coberteiras primárias maiores;&lt;br /&gt;


 3. Aula;&lt;br /&gt;


 4. Rêmiges secundárias;&lt;br /&gt;


 5. Coberteiras secundárias maiores;&lt;br /&gt;


 6. Coberteiras secundárias médias;&lt;br /&gt;


 7. Coberteiras secundárias menores;&lt;br /&gt;


 8. Rêmiges terciárias;&lt;br /&gt;


 9. Escapulares.&lt;br /&gt;


 10) Professor, explique aos alunos a relação entre a capacidade de voo 
de algumas aves e os músculos supracoracóideo e o grande peitoral. 
Esclareça que aves com grande capacidade voadora apresentam esses 
músculos muito desenvolvidos.&lt;br /&gt;


 11) Encerre a aula com a seguinte curiosidade: o falcão peregrino é 
capaz de ultrapassar a velocidade de 200 Km/h em uma perseguição. Essa 
ave é o vertebrado terrestre mais rápido que existe!&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h1&gt;
Dinossauros e aves&lt;/h1&gt;
&lt;h2&gt;
Evolução fez répteis adquirirem penas&lt;/h2&gt;
&lt;div id=&quot;credito-texto&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;table class=&quot;caixa-foto&quot;&gt;
   &lt;tbody&gt;
&lt;tr&gt;
    &lt;td&gt;
     &lt;img alt=&quot;Museu de História Natural de Dalian (China)&quot; class=&quot;foto-caixa&quot; src=&quot;http://n.i.uol.com.br/licaodecasa/ensmedio/biologia/enantiornithes.jpg&quot; title=&quot;Museu de História Natural de Dalian (China)&quot; /&gt;
     &lt;div class=&quot;legenda&quot;&gt;
Fóssil de enantiornithes, do período Cretáceo&lt;/div&gt;
&lt;/td&gt;
   &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
A relação de parentesco da classe Aves com a Reptilia (&lt;a href=&quot;http://educacao.uol.com.br/biologia/ult1698u51.jhtm&quot;&gt;répteis&lt;/a&gt;) cria polêmica na comunidade científica desde os anos 1860. O biólogo inglês &lt;a href=&quot;http://educacao.uol.com.br/biografias/thomas-henry-huxley.jhtm&quot;&gt;&lt;u&gt;Thomas Henry Huxley&lt;/u&gt;&lt;/a&gt; foi um defensor ferrenho das &lt;a href=&quot;http://educacao.uol.com.br/biologia/ult1698u41.jhtm&quot;&gt;teorias evolucionistas de Darwin&lt;/a&gt;
 - tanto que ficou conhecido como &quot;o Buldogue de Darwin&quot;. Foi Huxley o 
primeiro a afirmar que as aves nada mais são do que &quot;répteis 
glorificados&quot;.&lt;br /&gt;&lt;br /&gt;O pesquisador ficou tão impressionado com a 
quantidade de semelhanças entre aves e répteis, que chegou a criar uma 
classificação única para esses animais: o grupo dos Sauropsida. Mas, 
nessa hora, ele errou a mão: e essa confusão atrapalhou a forma como 
foram vistas as relações evolutivas durante quase todo o século 20.&lt;br /&gt;&lt;br /&gt;Huxley não tinha como saber, mas o fóssil que tomou como base, o &lt;i&gt;Archaeopterix&lt;/i&gt; (lê-se arqueoptérix), não era uma ave primitiva e sim um réptil que tinha penas. Isso mesmo: &lt;a href=&quot;http://educacao.uol.com.br/ciencias/ult1686u68.jhtm&quot;&gt;dinossauro&lt;/a&gt; com penas!&lt;br /&gt;&lt;br /&gt;Outro
 problema nessa discussão sempre foi a falta de fósseis de transição. 
Não se encontrou ainda um fóssil de animal meio ave meio réptil. 
Entretanto, a natureza forneceu muitas evidências que mostram a relação 
de parentesco entre essas classes tão distintas.&lt;br /&gt;&lt;br /&gt;&lt;h3&gt;
Répteis com penas&lt;/h3&gt;
Alguns
 dinossauros buscaram adaptações evolutivas a fim de armazenar calor. 
Uma delas foi desenvolver penas em seus corpos. Mas essa adaptação só é 
possível para animais que têm metabolismo alto, isto é, cujo organismo 
produz e gasta bastante energia para funcionar.&lt;br /&gt;&lt;br /&gt;Assim, as penas 
apareceram em dinossauros carnívoros e cursores, isto é, terrestres que 
andavam e corriam muito. Ao longo dos milhões de anos de evolução, o 
metabolismo desses dinossauros trouxe duas adaptações evolutivas 
importantes e que estão presentes na classe das aves: penas e a 
capacidade de manter o calor do corpo - a endotermia.&lt;br /&gt;&lt;br /&gt;A estrutura
 das penas das aves modernas é relativamente simples. São formadas por 
uma proteína chamada queratina-beta - a mesma que forma as escamas do 
lepidossauro. Uma alta taxa metabólica é inútil a não ser que o animal 
possua algum isolante térmico para reter no organismo o calor produzido.
 Sem esse isolamento, o calor é rapidamente perdido para o ambiente.&lt;br /&gt;&lt;br /&gt;&lt;h3&gt;
Características comuns entre aves e dinossauros&lt;/h3&gt;
Hoje
 em dia as aves são consideradas pelos cientistas como dinossauros 
terópodes derivados - uma ramificação muito especializada desses 
dinossauros. Isso porque ambos os grupos possuem características em 
comum:&lt;br /&gt;&lt;br /&gt;&lt;ul&gt;
&lt;li&gt; Pescoço alongado e móvel em forma de &quot;S&quot;.&lt;/li&gt;
&lt;li&gt; Pé com três dedos - e apenas dois deles se apóiam no chão para andar.&lt;/li&gt;
&lt;li&gt; Ossos ocos: fundamentais para voar, pois tornam o esqueleto mais leve. Atualmente, apenas as aves possuem essa característica.&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;&lt;br /&gt;Dados atuais mostram que o dromeossauro, incluindo &lt;i&gt;Velociraptor&lt;/i&gt;,
 tornado famoso pelo filme &quot;Parque dos Dinossauros&quot;, enquanto evoluía 
estava adquirindo características semelhantes às das aves. A estrutura 
óssea do pulso permitia a esses animais girarem as mãos ao capturar suas
 presas - essa habilidade é usada pelas aves modernas quando realizam o 
vôo batido (vôo batendo as asas).&lt;br /&gt;&lt;br /&gt;Outro dromeossauro, o &lt;i&gt;Unenlagia&lt;/i&gt;,
 possuía uma articulação no ombro que lhe permitia mover os braços para 
cima e para baixo - outro componente fundamental para o vôo potente. O &lt;i&gt;Unenlagia&lt;/i&gt; foi um predador terrestre de dois metros de comprimento e seu fóssil foi descoberto na Patagônia.&lt;br /&gt;&lt;br /&gt;&lt;h3&gt;
Confirmando Huxley&lt;/h3&gt;
Mas
 o século 20 não terminaria sem confirmar a tese de Huxley. Em 1998, 
paleontólogos que trabalhavam na Província de Liaoning, no Nordeste da 
China, fizeram duas descobertas incríveis  - e derrubaram por terra as 
dúvidas sobre o parentesco entre as aves e os dinossauros.&lt;br /&gt;&lt;br /&gt;As evidências vieram de dois fósseis extraordinariamente bem preservados: o do &lt;i&gt;Caudipterix&lt;/i&gt; e o do &lt;i&gt;Protoarchaeopterix&lt;/i&gt;.
 Ambos possuíam penas, mas não eram capazes de voar - lembre-se que aves
 como o avestruz também não voam. Esses fósseis possuíam dois tipos de 
penas: plúmulas e penas com vexilos, que são as penas de contorno. &lt;br /&gt;&lt;br /&gt;Os
 ornitólogos (estudiosos de aves) distinguem cinco tipos de penas: de 
contorno (que recobrem o corpo e também são penas de vôo), semiplumas, 
plúmulas de vários tipos (relacionadas ao isolamento térmico), cerdas e 
filoplumas(com função sensorial). &lt;br /&gt;&lt;br /&gt;&lt;h3&gt;
Aves e dinossauros em uma só linhagem&lt;/h3&gt;
A
 comparação entre os fósseis de Liaoning e as aves modernas revela que 
os dromeossauros possuíam algum controle sobre o calor do corpo e que 
estavam desenvolvendo penas para o vôo. Os dromeossauros e as aves 
modernas são muito semelhantes em vários aspectos anatômicos, razão pela
 qual a maior parte dos estudiosos no assunto concorda que as aves 
evoluíram de dinossauros terópodos.&lt;br /&gt;&lt;br /&gt;Não há mais dúvidas: a classe
 Aves é uma linhagem especializada dos dromeossauros, os quais eram 
predadores bípedes e cursores. Então, evolutivamente, as aves se 
desenvolveram a partir de predadores terrestres - os dromeossauros -, 
passaram para dinossauros basicamente terrestres de vôo batido (o &lt;i&gt;Caudipterix&lt;/i&gt;), e chegaram ao &lt;i&gt;Archaeopterix&lt;/i&gt;.&lt;br /&gt;&lt;br /&gt;Esse, por sua vez sofreu mutações que originaram o &lt;i&gt;Iberomesornis&lt;/i&gt;, o dinossauro arborícola. Da mesma maneira, o &lt;i&gt;Ibero&lt;/i&gt; originou o &lt;i&gt;Enantiornithes&lt;/i&gt;, já uma ave, mas com baixa capacidade de vôo. A &quot;passagem&quot; evolutiva seguinte foi o &lt;i&gt;Ichthyornithiformes&lt;/i&gt;, capaz de realizar vôo pleno. Finalmente, chegou-se às aves modernas, os &lt;i&gt;Neornithes&lt;/i&gt;. Todas essas passagens evolutivas de um animal para outro, ocorrem através de mutações genéticas.&lt;br /&gt;&lt;br /&gt;Entre
 os animais vertebrados, a classe das aves é a mais numerosa, depois dos
 peixes. Existem aves em todos os ambientes do planeta. Assim, pode-se 
dizer que os dinossauros ainda dominam a Terra!&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://planejaraulas.blogspot.com/feeds/1655422746470628047/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://planejaraulas.blogspot.com/2012/05/aves.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/1655422746470628047'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/1655422746470628047'/><link rel='alternate' type='text/html' href='http://planejaraulas.blogspot.com/2012/05/aves.html' title='Aves'/><author><name>valente</name><uri>http://www.blogger.com/profile/00924372977440279608</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxLsHFuws1LVRIKA5xmoI2eD0dK3tys_IQ8VKJh-DeaMNyCYwzPi7Flezd-5Br1xss0iBufmMDfgxvvZEXaOiWjPfR1AFINhUctn5dOkL5_WQHseDpuTGtEOebP-LMlg/s220/100_0453.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3254857369727650710.post-8163725059971877637</id><published>2012-05-16T16:43:00.001-07:00</published><updated>2012-05-16T16:43:19.985-07:00</updated><title type='text'>Peixes</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;

  

  

  &lt;h3&gt;

 &lt;u&gt;Objetivos&lt;/u&gt;&lt;/h3&gt;
1) Relembrar as propriedades físicas da água e compreender como afetam o
 tamanho, a forma e a fisiologia dos peixes, de modo geral.&lt;br /&gt;


 2) Desenvolver a capacidade de traçar uma linha evolutiva dos peixes, com exemplos de espécies atuais.&lt;br /&gt;


 3) Estudar as principais características dos peixes e suas adaptações aos diversos habitats aquáticos.&lt;br /&gt;


 4) Adquirir noções básicas sobre a ecologia dos peixes.&lt;br /&gt;


 5) Compreender a importância ecológica dos peixes, tanto para o ser humano como para os outros animais.&lt;br /&gt;

&lt;h3&gt;

 &lt;u&gt;Comentários&lt;/u&gt;&lt;/h3&gt;
Atualmente, cerca de 73% da superfície do planeta Terra é coberta por 
água - na forma de oceanos, lagos, rios, mares etc. Os peixes apresentam
 uma grande diversidade em suas morfologias e fisiologias, que nada mais
 são do que adaptações aos vários habitats aquáticos.&lt;br /&gt;


 Para ser capaz de viver na água, um vertebrado enfrenta desafios como 
ajustar a sua flutuabilidade, se movimentar em um meio denso, manter sua
 temperatura corpórea, obter oxigênio da água e se reproduzir. E os 
peixes venceram todos esses contratempos.&lt;br /&gt;


 Além disso, os peixes são um grupo de animais tão antigo, que podemos construir uma linha evolutiva com animais ainda viventes.&lt;br /&gt;


 No mundo dos seres humanos, os peixes são importante fonte de 
subsistência e de renda. Mas o que se esquece, é que eles também são 
fundamentais para toda a vida aquática e, sem os peixes uma infinidade 
de animais deixaria de existir.&lt;br /&gt;

&lt;h3&gt;

 &lt;u&gt;Procedimentos&lt;/u&gt;&lt;/h3&gt;
1) Pergunte aos alunos sobre quais mudanças seriam necessárias para que
 um ser humano pudesse viver em um ambiente aquático. Chame a atenção 
dos alunos para a respiração na água: &quot;Por que os peixes respiram por 
brânquias?&quot;&lt;br /&gt;


 2) Esclareça para a classe, que a respiração branquial se relaciona com
 a viscosidade da água e com a quantidade de oxigênio que ela contém - 
que é menor do que o ar. Explique o fluxo unidirecional nas brânquias 
dos peixes.&lt;br /&gt;


 3) Relacione outras características da água com aspectos morfológicos 
(hidrodinâmica) e fisiológicos dos peixes, de modo geral. Em seguida, 
enriqueça essas informações com detalhes mais específicos, por exemplo: 
os tubarões adaptaram-se para aproveitar a condutividade elétrica da 
água para localizar suas presas e perceber seu meio ambiente - eles 
possuem órgãos especiais denominados &quot;ampolas de Lorenzini&quot;. Outros 
peixes como o poraquê da Amazônia, também aproveitam essa característica
 da água para emitir potentes descargas elétricas, e para &quot;enxergar&quot; em 
águas turvas.&lt;br /&gt;


 4) Providencie uma transparência para apresentar aos alunos um 
cladograma de vertebrados que evidencie a linha evolutiva dos peixes. Se
 os alunos ainda não compreenderem o funcionamento de um cladograma, 
será necessário esclarecer esse tema. Utilize o próprio cladograma dos 
peixes para realizar a explicação. Segue abaixo uma sugestão de imagem, 
na qual A corresponde às feiticeiras, B às lampreias, C aos tubarões e D
 aos peixes ósseos.&lt;br /&gt;

&lt;div class=&quot;modfoto center modulos grande&quot;&gt;

 &lt;div class=&quot;conteudo&quot;&gt;

  &lt;ul&gt;
&lt;li&gt;
    &lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;imagem&quot; src=&quot;http://n.i.uol.com.br/educacao/saladoprofessor/planos/peixes-evolucao.jpg&quot; title=&quot;&quot; /&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
5) Comente a evolução da mandíbula nesses animais.&lt;br /&gt;


 6) Professor, agora explique para a classe que a enorme diversidade de 
formas e espécies dos peixes se relaciona diretamente aos seus habitats e
 hábitos de vida. Basicamente, os animais estão sempre em busca de 
ambientes com maior oferta de alimento, menor número de competidores e 
predadores - é isso, além da seleção natural, que impulsiona as 
adaptações a vários ambientes.&lt;br /&gt;


 7) Sobre a importância ecológica dos peixes e sua importância 
econômica, é interessante pedir aos alunos que realizem uma pesquisa 
para casa, para a realização de um seminário (em grupo) e de um 
relatório (individual). Nesse trabalho, devem ser tratados os seguintes 
tópicos:&lt;br /&gt;


 a) A importância dos peixes para a cadeia alimentar;&lt;br /&gt;


 b) A pesca comercial e seus efeitos sobre as populações de peixes;&lt;br /&gt;


 c) Alternativas para a pesca sustentável;&lt;br /&gt;


 d) Espécies de peixes ameaçadas de extinção e seus motivos.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://planejaraulas.blogspot.com/feeds/8163725059971877637/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://planejaraulas.blogspot.com/2012/05/peixes.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/8163725059971877637'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/8163725059971877637'/><link rel='alternate' type='text/html' href='http://planejaraulas.blogspot.com/2012/05/peixes.html' title='Peixes'/><author><name>valente</name><uri>http://www.blogger.com/profile/00924372977440279608</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxLsHFuws1LVRIKA5xmoI2eD0dK3tys_IQ8VKJh-DeaMNyCYwzPi7Flezd-5Br1xss0iBufmMDfgxvvZEXaOiWjPfR1AFINhUctn5dOkL5_WQHseDpuTGtEOebP-LMlg/s220/100_0453.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3254857369727650710.post-2287691708715104780</id><published>2012-05-16T16:41:00.000-07:00</published><updated>2012-05-16T16:41:36.467-07:00</updated><title type='text'>Conversando sobre sexualidade</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;u&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Objetivos&lt;/b&gt;&lt;/span&gt;&lt;/u&gt;
&lt;ul&gt;
&lt;li&gt;
  Reconhecer a importância da sexualidade em nossa vida.&lt;/li&gt;
&lt;li&gt;
  Discutir e aprofundar os conhecimentos sobre sexualidade.&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;

 &lt;u&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Comentário&lt;/span&gt;&lt;/u&gt;&lt;/h3&gt;
A sexualidade está sempre presente em nossa vida, desde a concepção de 
um novo ser, dos seus meses de gestação, até seu nascimento, a infância e
 as descobertas da adolescência e da fase adulta.&lt;br /&gt;


 Hoje em dia se faz necessário que esse tema seja discutido nas escolas 
de forma clara, sem preconceitos, com naturalidade, pois ele faz parte 
de nossa vida, de nossas descobertas e conquistas.&lt;br /&gt;

&lt;h3&gt;

 &lt;u&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Materiais&lt;/span&gt; &lt;/u&gt;&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;
  Urna (caixa de sapato encapada, com uma fenda na tampa, para que os alunos coloquem suas perguntas).&lt;/li&gt;
&lt;li&gt;
  Folhas de sulfite.&lt;/li&gt;
&lt;li&gt;
  Lápis e/ou caneta.&lt;/li&gt;
&lt;/ul&gt;
&lt;u&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Estratégias&lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;br /&gt;


&lt;br /&gt;
1) Dizer aos alunos que ocorrerá uma ampla discussão sobre sexualidade e
 que esta poderá ser aprofundada (de acordo com os temas pelos quais a 
sala apresentar maior interesse). Para isso, eles utilizarão folhas de 
sulfite, nas quais escreverão suas possíveis dúvidas e/ou sugestões. 
Cada aluno deve colocar quantos papéis desejar na urna.&lt;br /&gt;


 2) O professor deverá combinar com os alunos um tempo específico para a redação das questões a serem colocadas na urna.&lt;br /&gt;


 3) Após o prazo estabelecido, o professor ressaltará a importância da 
discussão, enfatizando a não utilização de nomes pejorativos, bem como a
 não exposição de colegas da sala.&lt;br /&gt;


 4) A atividade se iniciará com o professor retirando um papel da caixa e
 lendo o questionamento ou sugestão. Em seguida, o professor devolve o 
questionamento para a sala, procedendo assim até o final, a fim de que a
 resposta seja uma produção coletiva, de todo o grupo, o que permitirá o
 surgimento das discussões.&lt;br /&gt;

&lt;h3&gt;

 &lt;u&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Dicas&lt;/span&gt;&lt;/u&gt;&lt;/h3&gt;
1) O professor pode propor uma pesquisa para casa, conforme surgirem 
interesses específicos da classe, como, por exemplo, o tema das doenças 
sexualmente transmissíveis.&lt;br /&gt;


 2) Um(a) ginecologista e/ou outro(a) especialista pode ser convidado(a) para um debate com os alunos.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://planejaraulas.blogspot.com/feeds/2287691708715104780/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://planejaraulas.blogspot.com/2012/05/conversando-sobre-sexualidade.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/2287691708715104780'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/2287691708715104780'/><link rel='alternate' type='text/html' href='http://planejaraulas.blogspot.com/2012/05/conversando-sobre-sexualidade.html' title='Conversando sobre sexualidade'/><author><name>valente</name><uri>http://www.blogger.com/profile/00924372977440279608</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxLsHFuws1LVRIKA5xmoI2eD0dK3tys_IQ8VKJh-DeaMNyCYwzPi7Flezd-5Br1xss0iBufmMDfgxvvZEXaOiWjPfR1AFINhUctn5dOkL5_WQHseDpuTGtEOebP-LMlg/s220/100_0453.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3254857369727650710.post-5075591260745506355</id><published>2012-05-16T16:33:00.000-07:00</published><updated>2012-05-16T16:36:10.282-07:00</updated><title type='text'>Solo: estrutura e composição</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;planos-bloco&quot;&gt;
&lt;div class=&quot;chamada&quot;&gt;
&lt;div class=&quot;txt&quot;&gt;
&lt;h3&gt;

&lt;u&gt;Objetivos&lt;/u&gt;&lt;/h3&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
- Observar o solo de diferentes locais da escola.&lt;br /&gt;
- Comparar as amostras de solo e descrever algumas características, tais como: granulação, umidade, pH, etc.&lt;br /&gt;
- Coletar dados de maneira a incentivar a investigação.&lt;br /&gt;
- Sistematizar a informação utilizando diferentes linguagens, como 
desenhos, registro fotográfico, relato de sensações (cheiro, textura, 
etc.).&lt;br /&gt;
- Apresentar as informações coletadas, aprimorando a oralidade e a desenvoltura dos educandos.&lt;br /&gt;
- Analisar o solo verificando evidências de sua composição.&lt;br /&gt;
- Organizar dados utilizando a linguagem científica (gráficos e tabelas).&lt;br /&gt;
&lt;h3&gt;


 &lt;u&gt;Comentários&lt;/u&gt;&lt;/h3&gt;
O solo é formado a partir das rochas, através da ação da chuva, do 
gelo, do vento e da temperatura, que, com o passar do tempo e com a 
ajuda dos organismos vivos (fungos, liquens e outros) vão transformando 
as rochas, diminuindo o seu tamanho, transformando-as em material mais 
ou menos solto e macio, também chamado de parte mineral.&lt;br /&gt;
O tipo de solo encontrado em cada local depende de vários fatores: o 
tipo de rocha matriz, a quantidade de matéria orgânica, a vegetação que o
 recobre, o clima e o tempo que levou para se formar, se há 
interferência humana (mexendo no solo ou acrescentando nutrientes), 
vegetação, etc.&lt;br /&gt;
Verifica-se que, em climas mais secos, o solo apresenta mais sais 
minerais em sua superfície, devido à evaporação da água; já em climas 
úmidos, a água se infiltra, carregando os sais minerais para regiões 
mais profundas.&lt;br /&gt;
Os tipos de solo são: arenoso, argiloso, humoso e calcário, além do silte.&lt;br /&gt;
Cada tipo possui características próprias, de acordo com a seguinte 
divisão: densidade, formato, cor, consistência e formação química.&lt;br /&gt;
&lt;h3&gt;


 &lt;u&gt;Materiais&lt;/u&gt;&lt;/h3&gt;
- sacos plásticos ou vidros com tampas;&lt;br /&gt;
- etiquetas para identificação de amostras;&lt;br /&gt;
- kit de jardinagem para cavar o solo;&lt;br /&gt;
- fita de pH ou pHgâmetro;&lt;br /&gt;
- bandeja plástica;&lt;br /&gt;
- jornal;&lt;br /&gt;
- folha branca.&lt;br /&gt;
&lt;h3&gt;


 &lt;u&gt;Estratégias&lt;/u&gt;&lt;/h3&gt;
1) Pedir aos alunos que formem grupos de quatro integrantes.&lt;br /&gt;
2) O professor deve combinar algumas regras para a coleta:&lt;br /&gt;
a) Marcar uma área de aproximadamente 10 cm de lado.&lt;br /&gt;
b) Cavar a uma profundidade de 10 cm.&lt;br /&gt;
c) Coletar a amostra e colocar no saco plástico.&lt;br /&gt;
d) Etiquetar com os devidos dados: local (sombreado ou não); 
características (presença ou não de matéria orgânica, cor do solo, 
etc.).&lt;br /&gt;
3) Ir a outro local e realizar o mesmo procedimento.&lt;br /&gt;
4) Trazer as amostras para análise e, sobre folhas de jornal, dividir 
cada amostra em duas partes: a primeira, numa folha branca, para 
observar a granulação; o restante deve ser colocado em um vidro com 
tampa, no qual, a seguir, se acrescentará água. Agitar o vidro e 
observar a presença de: matéria orgânica (húmus), que ficará na 
superfície; areia, no fundo; e argila, também no fundo. Registrar as 
devidas observações.&lt;br /&gt;
5) Realizar o mesmo procedimento com a segunda amostragem.&lt;br /&gt;
6) Organizar os dados em uma tabela, conforme sugestão abaixo:&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;modtabela center modulos grande&quot;&gt;
&lt;div class=&quot;conteudo&quot;&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;modTabelaData&quot;&gt;&lt;tbody&gt;
&lt;tr class=&quot;negrito destacado listra linha0&quot;&gt;&lt;td class=&quot;coluna1&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;coluna2&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;coluna3&quot;&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 480;&quot;&gt;
 &lt;tbody&gt;
&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;
  &lt;td style=&quot;border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;&quot; valign=&quot;top&quot; width=&quot;192&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;&quot; valign=&quot;top&quot; width=&quot;192&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
Amostra I&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.1pt;&quot; valign=&quot;top&quot; width=&quot;192&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
Amostra II&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 1;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;&quot; valign=&quot;top&quot; width=&quot;192&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
Tipos de grânulos
  observados&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;&quot; valign=&quot;top&quot; width=&quot;192&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.1pt;&quot; valign=&quot;top&quot; width=&quot;192&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 2; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;&quot; valign=&quot;top&quot; width=&quot;192&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
Composição
  observada através da decantação&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;&quot; valign=&quot;top&quot; width=&quot;192&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.1pt;&quot; valign=&quot;top&quot; width=&quot;192&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr class=&quot;linha1&quot;&gt;&lt;td class=&quot;coluna1&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;coluna2&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;coluna3&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr class=&quot;listra linha2&quot;&gt;&lt;td class=&quot;coluna1&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;coluna2&quot;&gt;&lt;br /&gt;&lt;/td&gt;
     &lt;td class=&quot;coluna3&quot;&gt;&lt;br /&gt;&lt;/td&gt;
    &lt;/tr&gt;
&lt;/tbody&gt;
  &lt;/table&gt;
&lt;/div&gt;
&lt;/div&gt;
7) Comparar os dados obtidos pela turma.&lt;br /&gt;
8) Realizar uma síntese dos dados na lousa e solicitar que registrem no caderno.&lt;br /&gt;
&lt;h3&gt;


 &lt;u&gt;Dicas&lt;/u&gt;&lt;/h3&gt;
1) Realizar a mesma experiência com solos arenosos e argilosos.&lt;br /&gt;
2) Ver, no &lt;a href=&quot;http://videoseducacionais.cptec.inpe.br/&quot;&gt;&lt;u&gt;Centro de Previsão de Tempo e Estudos Climáticos&lt;/u&gt;&lt;/a&gt;, os vídeos sobre solo:&lt;br /&gt;
http://videoseducacionais.cptec.inpe.br/&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://planejaraulas.blogspot.com/feeds/5075591260745506355/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://planejaraulas.blogspot.com/2012/05/solo-estrutura-e-composicao.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/5075591260745506355'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/5075591260745506355'/><link rel='alternate' type='text/html' href='http://planejaraulas.blogspot.com/2012/05/solo-estrutura-e-composicao.html' title='Solo: estrutura e composição'/><author><name>valente</name><uri>http://www.blogger.com/profile/00924372977440279608</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxLsHFuws1LVRIKA5xmoI2eD0dK3tys_IQ8VKJh-DeaMNyCYwzPi7Flezd-5Br1xss0iBufmMDfgxvvZEXaOiWjPfR1AFINhUctn5dOkL5_WQHseDpuTGtEOebP-LMlg/s220/100_0453.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3254857369727650710.post-4055154155373801158</id><published>2012-05-03T12:05:00.000-07:00</published><updated>2012-05-03T12:05:15.907-07:00</updated><title type='text'>Sistema digestório</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h2&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Sudoku da digestão&lt;/span&gt;&lt;/h2&gt;
&lt;h3&gt;

 &lt;span style=&quot;font-size: large;&quot;&gt;Objetivos&lt;/span&gt;&lt;/h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
 1) Aprimorar o raciocínio lógico-matemático.&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 2) Treinar o poder de argumentação.&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 4) Associar símbolos a funções.&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 5) Estimular a elaboração de jogos e a participação em classe.&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 7) Desenvolver a autonomia do aluno, de maneira que ele seja o protagonista de seu próprio aprendizado.&lt;/span&gt;&lt;br /&gt;

&lt;h3&gt;

 &lt;span style=&quot;font-size: large;&quot;&gt;Comentários&lt;/span&gt;&lt;/h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
 Sudoku é um jogo que se baseia na colocação lógica de números. Em japonês: &lt;em&gt;Suuji wa dokushin ni kagiru&lt;/em&gt;, que, traduzido, se assemelha a &quot;os números devem ficar únicos&quot;.&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 Normalmente, o jogo é composto por uma grade 9 X 9, formada por 
subgrades 3 X 3, chamadas de regiões. Algumas células já contêm números e
 são chamadas de dados.&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 Esse método de jogo pode ser adaptado a qualquer conteúdo, utilizando 
os símbolos correspondentes. Portanto, nossa sugestão é a de o jogo seja
 feito com os órgãos da digestão.&lt;/span&gt;&lt;br /&gt;

&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Material&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 - ficha previamente preparada, conforme sugestão abaixo.&lt;/span&gt;&lt;br /&gt;

&lt;h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
 Estratégias&lt;/span&gt;&lt;/h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
 1) O professor deverá trazer uma ficha para cada aluno, conforme o modelo a seguir:&lt;/span&gt;&lt;br /&gt;

&lt;div class=&quot;modtabela center modulos grande&quot;&gt;

 &lt;div class=&quot;conteudo&quot;&gt;

  &lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;modTabelaData&quot;&gt;
   &lt;tbody&gt;
&lt;tr class=&quot;listra linha0&quot;&gt;
     &lt;td class=&quot;coluna1&quot;&gt;
      &lt;div align=&quot;center&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;
       &lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;Nome: ________________________________________ &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
       &lt;/span&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: large;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: large;&quot;&gt;&lt;b&gt;SUDOKU&lt;br /&gt;
       &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot;&gt;

       &lt;table border=&quot;1&quot; cellpadding=&quot;2&quot; cellspacing=&quot;2&quot; style=&quot;width: 400px;&quot;&gt;
        &lt;tbody&gt;
&lt;tr bgcolor=&quot;#FFCC66&quot;&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;div align=&quot;center&quot;&gt;

            &lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: large;&quot;&gt;&lt;b&gt;Estômago &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &amp;nbsp;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &amp;nbsp;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &amp;nbsp;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
         &lt;/tr&gt;
&lt;tr bgcolor=&quot;#FFCC66&quot;&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;/span&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: large;&quot;&gt;&lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;/span&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: large;&quot;&gt;&lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;div align=&quot;center&quot;&gt;

            &lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: large;&quot;&gt;&lt;b&gt;Intestino Delgado &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;/span&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: large;&quot;&gt;&lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
         &lt;/tr&gt;
&lt;tr bgcolor=&quot;#FFCC66&quot;&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;/span&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: large;&quot;&gt;&lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;div align=&quot;center&quot;&gt;

            &lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: large;&quot;&gt;&lt;b&gt;Esôfago&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;/span&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: large;&quot;&gt;&lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;/span&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: large;&quot;&gt;&lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
         &lt;/tr&gt;
&lt;tr bgcolor=&quot;#FFCC66&quot;&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;/span&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: large;&quot;&gt;&lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;/span&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: large;&quot;&gt;&lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;/span&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: large;&quot;&gt;&lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;div align=&quot;center&quot;&gt;

            &lt;span style=&quot;font-family: Arial,Helvetica,sans-serif; font-size: large;&quot;&gt;&lt;b&gt;Intestino&lt;br /&gt;
            Grosso &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
         &lt;/tr&gt;
&lt;/tbody&gt;
       &lt;/table&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
       &lt;table border=&quot;1&quot; cellpadding=&quot;2&quot; cellspacing=&quot;2&quot; style=&quot;width: 400px;&quot;&gt;
        &lt;tbody&gt;
&lt;tr bgcolor=&quot;#FFCC66&quot;&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
         &lt;/tr&gt;
&lt;tr bgcolor=&quot;#FFCC66&quot;&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
         &lt;/tr&gt;
&lt;tr bgcolor=&quot;#FFCC66&quot;&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
         &lt;/tr&gt;
&lt;tr bgcolor=&quot;#FFCC66&quot;&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
          &lt;td valign=&quot;bottom&quot; width=&quot;75&quot;&gt;
           &lt;span style=&quot;font-size: large;&quot;&gt;
            &lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;

          &lt;/td&gt;
         &lt;/tr&gt;
&lt;/tbody&gt;
       &lt;/table&gt;
&lt;/div&gt;
&lt;/td&gt;
    &lt;/tr&gt;
&lt;/tbody&gt;
  &lt;/table&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
 2) Perguntar aos alunos quem conhece o jogo e quais são as regras.&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 3) Formalizar as regras na lousa, a fim de todos os alunos aprendam a jogar.&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 4) Explicar que se trata de uma adaptação do sudoku tradicional.&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 5) Solicitar que realizem o jogo.&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 6) Depois, os alunos devem trocar as fichas entre si e realizar novo 
desafio para um colega escolhido, com outros órgãos da digestão. Vale 
lembrar que os alunos podem criar símbolos, como, por exemplo:&lt;/span&gt;&lt;br /&gt;


&lt;br /&gt;

&lt;div class=&quot;modfoto left modulos pequeno&quot;&gt;

 &lt;div class=&quot;conteudo&quot;&gt;

  &lt;ul&gt;
&lt;li&gt;
    &lt;span style=&quot;font-size: large;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;imagem&quot; src=&quot;http://n.i.uol.com.br/educacao/saladoprofessor/planos/circulo-boca.jpg&quot; title=&quot;&quot; /&gt;&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;para boca,&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
 &amp;nbsp;&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 &amp;nbsp;&lt;/span&gt;&lt;br /&gt;

&lt;div class=&quot;modfoto left modulos pequeno&quot;&gt;

 &lt;div class=&quot;conteudo&quot;&gt;

  &lt;ul&gt;
&lt;li&gt;
    &lt;span style=&quot;font-size: large;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;imagem&quot; src=&quot;http://n.i.uol.com.br/educacao/saladoprofessor/planos/triang-pancreas.jpg&quot; title=&quot;&quot; /&gt;&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;para pâncreas, ou escrever os respectivos nomes.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
 7) A finalização deverá ser realizada pelo professor, juntamente com os
 alunos, listando os órgãos da digestão e suas respectivas funções.&lt;/span&gt;&lt;br /&gt;

&lt;h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
 Sugestões&lt;/span&gt;&lt;/h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
 O professor poderá utilizar diferentes temas, como, por exemplo, um 
sudoku ambiental, solicitando aos alunos que criem símbolos para os 
problemas ambientais encontrados em sua cidade. O jogo também poderá ser
 utilizado como lição de casa, estimulando o aluno a realizar algo 
desafiador, produzindo novos jogos para os colegas.&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://planejaraulas.blogspot.com/feeds/4055154155373801158/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://planejaraulas.blogspot.com/2012/05/sistema-digestorio.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/4055154155373801158'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/4055154155373801158'/><link rel='alternate' type='text/html' href='http://planejaraulas.blogspot.com/2012/05/sistema-digestorio.html' title='Sistema digestório'/><author><name>valente</name><uri>http://www.blogger.com/profile/00924372977440279608</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxLsHFuws1LVRIKA5xmoI2eD0dK3tys_IQ8VKJh-DeaMNyCYwzPi7Flezd-5Br1xss0iBufmMDfgxvvZEXaOiWjPfR1AFINhUctn5dOkL5_WQHseDpuTGtEOebP-LMlg/s220/100_0453.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3254857369727650710.post-8784753545526661461</id><published>2012-04-16T06:20:00.001-07:00</published><updated>2012-04-16T06:21:41.632-07:00</updated><title type='text'>Sistema cardiovascular dos vertebrados</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h2&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;&lt;u&gt;Objetivos&lt;/u&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;1. Estimular a pesquisa por meio da busca de respostas relacionadas ao tema.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;2. Observar e identificar o sistema cardiovascular humano.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;3. Pesquisar o sistema cardiovascular dos vertebrados, observando-os, 
desenhando-os e comparando-os quanto à anatomia e à fisiologia.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;4. Relacionar o sistema cardiovascular com a manutenção do equilíbrio corpóreo, reconhecendo o quanto ele é vital para nós.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;5. Perceber a relação do sistema cardiovascular com outros sistemas 
corpóreos, como respiração, digestão, excreção, nervoso, dentre outros.&lt;/span&gt;&lt;br /&gt;
&lt;h3&gt;


 &lt;span style=&quot;font-size: large;&quot;&gt;&lt;u&gt;Comentários&lt;/u&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;O sistema cardiovascular ou circulatório é composto pelo coração e 
pelos vasos sanguíneos (artérias, veias e capilares). Dentro destes 
ocorre a circulação sanguínea, impulsionada pelas batidas rítmicas do 
coração. Os vasos sanguíneos desempenham papel importante na manutenção 
de nossa vida, transportando gases, nutrientes, hormônios, resíduos 
metabólicos, realizando mecanismos de defesa, a coagulação sanguínea, 
etc.&lt;/span&gt;&lt;br /&gt;
&lt;h3&gt;


 &lt;span style=&quot;font-size: large;&quot;&gt;&lt;u&gt;Estratégias&lt;/u&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;1. O professor proporá algumas questões introdutórias sobre o tema, de maneira a permitir que o aluno interaja com o assunto:&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;a) Explique o funcionamento do sistema cardiovascular humano, 
utilizando as palavras: átrio, ventrículo, sangue venoso, sangue 
arterial, artérias e veias.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;b) Diferencie pequena circulação de grande circulação.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;c) Defina pressão arterial e hipertensão.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;d) Como ocorre o controle dos batimentos cardíacos? Espera-se que os 
alunos descubram que o controle ocorre de forma involuntária. Portanto, o
 cérebro manda impulsos elétricos para o átrio, que os distribui aos 
músculos do coração.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;e) Os alunos devem pesquisar em diferentes fontes e desenhar o coração 
das classes dos vertebrados (peixes, anfíbios, répteis, aves e 
mamíferos), identificando e nomeando suas partes, reconhecendo seu 
funcionamento.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;f) Proponha um desafio: existe algum animal que apresenta mais de um 
coração? Eles devem não apenas citar, mas também explicar o 
funcionamento desses corações.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;2. Os alunos devem consultar o capítulo respectivo no livro didático, lendo e interpretando.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;3. O professor propõe questões, com base no conteúdo do livro didático.
 Depois faz a correção das respostas, mas de forma oral, de maneira que a
 participação dos alunos ocorra espontaneamente. O professor deve ouvir,
 no mínimo, duas respostas da mesma questão, analisando os conteúdos 
apresentados e realizando possíveis intervenções.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;4. O professor valorizará o aluno que acertou e solicitará seu caderno, para que sua resposta seja ditada à turma.&lt;/span&gt;&lt;br /&gt;
&lt;h3&gt;


 &lt;span style=&quot;font-size: large;&quot;&gt;&lt;u&gt;Dicas&lt;/u&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;O estudo sobre a pressão arterial pode ser aprofundado, já que a 
hipertensão é um dos problemas que mais afetam a população brasileira:&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;1. O professor poderá solicitar a presença da enfermeira da escola ou 
trazer o aparelho para medir a pressão arterial dos alunos.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;2. Relacionar o uso do sal à hipertensão, explicando como essa substância age em nosso corpo.&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://planejaraulas.blogspot.com/feeds/8784753545526661461/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://planejaraulas.blogspot.com/2012/04/sistema-cardiovascular-dos-vertebrados.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/8784753545526661461'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/8784753545526661461'/><link rel='alternate' type='text/html' href='http://planejaraulas.blogspot.com/2012/04/sistema-cardiovascular-dos-vertebrados.html' title='Sistema cardiovascular dos vertebrados'/><author><name>valente</name><uri>http://www.blogger.com/profile/00924372977440279608</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxLsHFuws1LVRIKA5xmoI2eD0dK3tys_IQ8VKJh-DeaMNyCYwzPi7Flezd-5Br1xss0iBufmMDfgxvvZEXaOiWjPfR1AFINhUctn5dOkL5_WQHseDpuTGtEOebP-LMlg/s220/100_0453.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3254857369727650710.post-2894928791565274268</id><published>2012-04-08T02:28:00.003-07:00</published><updated>2012-04-08T02:28:44.618-07:00</updated><title type='text'>Seres vivos: fungos</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h2&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Fungos: atividades&lt;/span&gt;&lt;/h2&gt;
&lt;h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
 &lt;u&gt;Objetivos&lt;/u&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
 1) Observar e diferenciar os fungos comestíveis;&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 2) Participar, questionar e levantar hipóteses durante a execução da atividade prática;&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 3) Entender o método científico e suas etapas.&lt;/span&gt;&lt;br /&gt;

&lt;h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
 &lt;u&gt;Comentário introdutório&lt;/u&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
 Os fungos são seres vivos que nos prejudicam causando doenças, como a 
micose, mas também nos beneficiam, pois são amplamente utilizados em 
nossa alimentação, como por exemplo, os cogumelos, o fermento biológico,
 o queijo gorgonzola, etc.&lt;/span&gt;&lt;br /&gt;

&lt;h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
 &lt;u&gt;Material&lt;/u&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
 1) O professor deverá adquirir previamente, diferentes tipos de 
cogumelos (shitake, pleurotus, shimeji, champignon) e fermento 
biológico. Cada grupo de alunos deve ter:&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 a) 1 Lupa;&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 b) 1 Becker;&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 c) 2 colheres de açúcar;&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 d) H&lt;sub&gt;2&lt;/sub&gt;O morna;&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 e) Lâmina;&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 f) Microscópio.&lt;/span&gt;&lt;br /&gt;

&lt;h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
 &lt;u&gt;Estratégias&lt;/u&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
 1) O professor deverá separar o material (um cogumelo inteiro e um pela
 metade de cada tipo) em cada bancada do laboratório e um tablete de 
fermento biológico. Também colocará o Becker, o açúcar e a água.&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 2) Posteriormente, pedirá aos alunos que misturem o açúcar ao fermento,
 mexendo bem. Por último, será acrescentada a água. Deve-se mexer bem e 
deixar descansar.&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 3) Neta etapa, os alunos devem observar os cogumelos a olho nu e 
através da lupa, verificando a formação do chapéu, cores, cheiros, etc. e
 farão anotações em seu caderno ou no relatório de observação.&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 4) Após terminarem os registros da observação dos cogumelos, o grupo 
verificará o Becker, descrevendo-o e levantando hipóteses para o 
ocorrido.&lt;/span&gt;&lt;br /&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;
 5) Após a discussão de hipóteses, os alunos devem preparar uma lâmina com o líquido do Becker, observar e relatar o ocorrido.&lt;/span&gt;&lt;br /&gt;

&lt;h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
 &lt;u&gt;Sugestões e dicas&lt;/u&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
 O professor poderá produzir uma massa de pão ou de pizza, para explicar a reação química ocorrida (Açúcar = Álcool etílico + CO&lt;sub&gt;2&lt;/sub&gt;
 + calor). A partir do açúcar e do calor inicial (água ou leite morno), o
 fungo transforma-se nas substâncias citadas anteriormente, sendo que o 
álcool evapora ao assar o pão e o CO&lt;sub&gt;2&lt;/sub&gt; é o responsável pelo crescimento da massa.&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://planejaraulas.blogspot.com/feeds/2894928791565274268/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://planejaraulas.blogspot.com/2012/04/seres-vivos-fungos.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/2894928791565274268'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/2894928791565274268'/><link rel='alternate' type='text/html' href='http://planejaraulas.blogspot.com/2012/04/seres-vivos-fungos.html' title='Seres vivos: fungos'/><author><name>valente</name><uri>http://www.blogger.com/profile/00924372977440279608</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxLsHFuws1LVRIKA5xmoI2eD0dK3tys_IQ8VKJh-DeaMNyCYwzPi7Flezd-5Br1xss0iBufmMDfgxvvZEXaOiWjPfR1AFINhUctn5dOkL5_WQHseDpuTGtEOebP-LMlg/s220/100_0453.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3254857369727650710.post-5372148628286214519</id><published>2012-03-22T12:29:00.000-07:00</published><updated>2012-03-22T12:29:15.335-07:00</updated><title type='text'>GERMINAÇÃO DE MONOCOTILEDÔNES E DE DICOTILEDÔNEAS</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div align=&quot;center&quot;&gt;
SUGESTÃO EXPERIMENTAL PARA AULAS PRÁTICAS RELACIONADAS AO PROCESSO DE GERMINAÇÃO:&lt;/div&gt;
&lt;div align=&quot;center&quot;&gt;
&lt;br /&gt;&lt;/div&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/AVvXsEgJUJgWiBvfYcfAGp2lN2ks35vAYr4v5WqJrgK8e3ROFBLx7ZdNqTtX5bnre8q0JxutHBfHZrVSr4m3md3TniuxpV2ybn5-kWL1bkGgq9qDQ79QIYOS_LzxDXKO1tEEdfF8OtzEhE1azNWN/s1600/untitled(11).jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJUJgWiBvfYcfAGp2lN2ks35vAYr4v5WqJrgK8e3ROFBLx7ZdNqTtX5bnre8q0JxutHBfHZrVSr4m3md3TniuxpV2ybn5-kWL1bkGgq9qDQ79QIYOS_LzxDXKO1tEEdfF8OtzEhE1azNWN/s1600/untitled(11).jpg&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;&lt;span style=&quot;font-size: small;&quot;&gt;Representação da germinação de uma dicotiledônea (feijão).&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div align=&quot;justify&quot;&gt;
&amp;nbsp;A germinação é o processo inicial de crescimento e 
diferenciação embrionária dos organismos vegetais, a partir de uma 
semente ou esporo em condições propícias de desenvolvimento, ou seja, 
disponibilidade de água, oxigênio, temperatura adequada, e em alguns 
casos até mesmo a necessidade natural de indução pirogênica (através do 
fogo), suficiente para desencadear a quebra da latência (dormência). &lt;br /&gt;
&lt;br /&gt;
A princípio, uma semente requer de umidade para amolecer e provocar o 
rompimento da casca, permitindo a entrada de oxigênio direcionado às 
células embrionárias, iniciando o fenômeno de embebição. Por meio deste,
 a água que penetra na semente proporciona reações metabólicas que 
mobilizam as reservas energéticas contidas nos cotilédones ou 
endosperma, disponibilizando moléculas energéticas (os carboidratos) às 
células. &lt;br /&gt;
&lt;br /&gt;
Conforme o embrião se desenvolve, consumindo o endosperma, sua estrutura
 radicular emerge da semente, assumindo com o decorrer do tempo o 
suprimento do vegetal, absorvendo na região dos pêlos absorventes, água e
 sais minerais. Em seguida surgindo um caulículo, possuindo gêmulas 
apicais, precursoras dos primórdios foliares. &lt;br /&gt;
&lt;br /&gt;
À medida que as folhas se formam, e passam a realizar fotossíntese, a 
reserva energética se esgota, com regressão do cotilédone. &lt;br /&gt;
&lt;br /&gt;
A germinação das angiospermas (monocotiledôneas e dicotiledôneas, milho e
 feijão respectivamente) pode ser classificada de acordo com a posição 
do cotilédone em relação ao nível do substrato (solo), sendo: &lt;br /&gt;
&lt;br /&gt;
Epígea → quando o cotilédone, inserido ao caulículo, volta-se para fora do solo;&lt;br /&gt;
Hipógea → quando o cotilédone, também preso ao caulículo, permanece sob o solo (enterrado). &lt;br /&gt;
&lt;br /&gt;
EXPERIMENTO &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Materiais:&lt;/strong&gt; 40 copos descartáveis, agulhas, tesoura, 
quatro caixas de sapato, um pouco de terra do próprio jardim da escola, 
algodão suficiente para encher pelo menos 10 copos, 40 grãos de feijão e
 a mesma quantidade de milho. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Procedimentos:&lt;/strong&gt; O professor deverá dividir o total de alunos da turma, em quatro grupos: &lt;br /&gt;
&lt;br /&gt;
- O primeiro irá plantar sementes de monocotilédones (milho) envolvidas em algodão; &lt;br /&gt;
&lt;br /&gt;
- O segundo irá plantar sementes de milho, diretamente na terra; &lt;br /&gt;
&lt;br /&gt;
- O terceiro será responsável por plantar sementes de dicotiledôneas (feijão) no algodão; &lt;br /&gt;
&lt;br /&gt;
- E o quarto grupo será responsável por plantar sementes de feijão, envolvidas na terra. &lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Mediante orientação do professor, os alunos deverão 
perfurar o fundo dos vinte copos, utilizando agulha, sendo dez copos por
 grupo. A perfuração da base dos copos evitará acúmulo de água, quando 
necessário regar. Isso indica a importância da água na germinação, que 
no experimento deverá apenas umidificar tanto o algodão quanto a terra, 
ambos contidos nos copos. &lt;br /&gt;
&lt;br /&gt;
Após o plantio, cada grupo deverá colocar cinco dos exemplares devidamente plantados, em ambiente aberto e iluminado. &lt;br /&gt;
&lt;br /&gt;
Os demais copos, os cinco restantes, acondicionados dentro da caixa pertencente a seu grupo. &lt;br /&gt;
&lt;br /&gt;
É importante que seja efetuada uma abertura (2cm de diâmetro), em uma 
das laterais da caixa. Não mexendo na posição dos copos depois de 
colocados no interior das caixas. A interface da caixa contendo a 
abertura deverá ficar voltada para um ambiente iluminado. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Observação:&lt;/strong&gt; Cada unidade experimental deverá ser 
supervisionada diariamente por todos os alunos, observando as etapas de 
desenvolvimento das sementes e da plântula (planta jovem). Não se 
esquecendo de regar (com pouca água), o algodão e a terra. &lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Objetivo:&lt;/strong&gt; Que os alunos conheçam o princípio do ciclo 
de vida de uma planta (a germinação), e a necessidade de elementos 
fundamentais em seu crescimento (água, nutrientes, luz).&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://planejaraulas.blogspot.com/feeds/5372148628286214519/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://planejaraulas.blogspot.com/2012/03/germinacao-de-monocotiledones-e-de.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/5372148628286214519'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/5372148628286214519'/><link rel='alternate' type='text/html' href='http://planejaraulas.blogspot.com/2012/03/germinacao-de-monocotiledones-e-de.html' title='GERMINAÇÃO DE MONOCOTILEDÔNES E DE DICOTILEDÔNEAS'/><author><name>valente</name><uri>http://www.blogger.com/profile/00924372977440279608</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxLsHFuws1LVRIKA5xmoI2eD0dK3tys_IQ8VKJh-DeaMNyCYwzPi7Flezd-5Br1xss0iBufmMDfgxvvZEXaOiWjPfR1AFINhUctn5dOkL5_WQHseDpuTGtEOebP-LMlg/s220/100_0453.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJUJgWiBvfYcfAGp2lN2ks35vAYr4v5WqJrgK8e3ROFBLx7ZdNqTtX5bnre8q0JxutHBfHZrVSr4m3md3TniuxpV2ybn5-kWL1bkGgq9qDQ79QIYOS_LzxDXKO1tEEdfF8OtzEhE1azNWN/s72-c/untitled(11).jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3254857369727650710.post-2790888160503210368</id><published>2012-03-16T13:50:00.000-07:00</published><updated>2012-03-16T13:55:15.774-07:00</updated><title type='text'>Exercícios sobre densidade</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Atividades - aula sobre densidade&lt;br /&gt;
&lt;u&gt;Substituindo o aço por papel-alumínio&lt;/u&gt;&lt;br /&gt;
Se você pegasse dois pedaços iguais de papel-alumínio e amassasse um de forma que não restasse ar dentro, e o outro, você dobrasse em forma de um barquinho. Em uma bacia de plástico cheia de água você os colocaria.&lt;br /&gt;
Responda os questionamentos feitos:&lt;br /&gt;
1) Colocando o barquinho na água, ele afunda ou flutua?&lt;br /&gt;
2) E a folha de papel amassada?&lt;br /&gt;
Justifique as duas respostas.&lt;br /&gt;
3) A densidade da água é 1g/cm3 e a densidade do alumínio é 2,7g/cm3, portanto, o alumínio é muito mais denso que a água. Como pode então um produto feito com material mais denso que a água flutuar?&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;As bolinhas que nunca se encontram&lt;/u&gt;&lt;br /&gt;
Se agora você pegasse um recipiente transparente com tampa e o enchesse de água. Dentro dele colocasse uma bolinha de gude e outra, maior, de isopor.&lt;br /&gt;
1) o que acontece se você jogar essas duas bolinhas dentro do recipiente?&lt;br /&gt;
2) Como é que um corpo grande pode flutuar enquanto um pequeno afunda?&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;Mar Morto&lt;/u&gt;&lt;br /&gt;
As águas do mar Morto são extraordinariamente salgadas, a tal ponto que não há seres vivos nelas. O clima quente e seco da região produz uma evaporação muito intensa da água pura e, assim, a quantidade de sal vai aumentando, atingindo cerca de 27% em peso. No mar Morto, qualquer banhista bóia com muita tranquilidade.&lt;br /&gt;
Utilizando os conceitos vistos na aula sobre densidade, como a Física explica a confortável posição do nobre senhor da ilustração abaixo.&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; 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&quot; 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&lt;u&gt;Submarino &lt;/u&gt;&lt;br /&gt;
Os submarinos conseguem tanto flutuar quanto atingir grandes profundidades.O que acontece para que isso aconteça?&lt;br /&gt;
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&lt;u&gt;Dispostos dessa maneira esses materiais que não se misturam &lt;/u&gt;&lt;br /&gt;
Observe o copo abaixo e responda:&lt;br /&gt;
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&quot; /&gt;&lt;br /&gt;
Coloque em ordem crescente de densidade&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://planejaraulas.blogspot.com/feeds/2790888160503210368/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://planejaraulas.blogspot.com/2012/03/exercicios-sobre-densidade.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/2790888160503210368'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/2790888160503210368'/><link rel='alternate' type='text/html' href='http://planejaraulas.blogspot.com/2012/03/exercicios-sobre-densidade.html' title='Exercícios sobre densidade'/><author><name>valente</name><uri>http://www.blogger.com/profile/00924372977440279608</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxLsHFuws1LVRIKA5xmoI2eD0dK3tys_IQ8VKJh-DeaMNyCYwzPi7Flezd-5Br1xss0iBufmMDfgxvvZEXaOiWjPfR1AFINhUctn5dOkL5_WQHseDpuTGtEOebP-LMlg/s220/100_0453.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3254857369727650710.post-7445546144449751789</id><published>2012-03-05T01:39:00.000-08:00</published><updated>2012-03-05T02:09:11.612-08:00</updated><title type='text'>Densidade dos líquidos</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;4&quot; cellspacing=&quot;0&quot; id=&quot;border&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-weight: bold;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Ciências da Natureza - Densidade&lt;/span&gt;&lt;/td&gt;&lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-size: 16px; font-weight: bold;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-size: 16px; font-weight: bold;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-size: 16px; font-weight: bold;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-size: 16px; font-weight: bold;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-size: 16px; font-weight: bold;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-size: 16px; font-weight: bold;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-size: 16px; font-weight: bold;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-size: 16px; font-weight: bold;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-size: 16px; font-weight: bold;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-size: 16px; font-weight: bold;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-size: 16px; font-weight: bold;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                                &lt;td colspan=&quot;2&quot; id=&quot;blank&quot;&gt;&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/AVvXsEgGNujmupZ9KXAapG1VEp4VKdA-rKxzStD5EGpZEmCy9G_kT3sTai6NP2GCta5qsbuZD5fruNg8Cku48SaT5KWzZY6ziqMhIppfjh3YI2xHAb_QwYjWH2tf7gi22zp9Y2OgYGxEMfkXQ-ni/s1600/_densidadedosliquidos.zoom.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;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGNujmupZ9KXAapG1VEp4VKdA-rKxzStD5EGpZEmCy9G_kT3sTai6NP2GCta5qsbuZD5fruNg8Cku48SaT5KWzZY6ziqMhIppfjh3YI2xHAb_QwYjWH2tf7gi22zp9Y2OgYGxEMfkXQ-ni/s320/_densidadedosliquidos.zoom.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;u&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Público Alvo&lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Alunos a partir do 6º ano.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Resumo&lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;A
 densidade determina a quantidade de matéria que está presente em uma 
unidade de volume. De forma prática, o experimento elucida a teoria de 
maneira a fazer os alunos questionarem porque um liquido flutua sobre
 o outro mostrando que a mesma quantidade de volume de diferentes 
líquidos podem possuir diferentes pesos.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                               &lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-weight: bold;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Objetivos&lt;/span&gt;&lt;/u&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                                &lt;td colspan=&quot;2&quot; id=&quot;blank&quot; style=&quot;font-size: 12px;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Possibilitar que os alunos questionem, analisem e compreendam porque alguns líquidos flutuam sobre outros.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;4&quot; cellspacing=&quot;0&quot; id=&quot;border&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-weight: bold;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Estrutura da Atividade&lt;/span&gt;&lt;/u&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                                &lt;td colspan=&quot;2&quot; id=&quot;blank&quot;&gt;&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Contextualização: o que é densidade;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Montagem do experimento;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Discussão sobre os possíveis resultados.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                               &lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-weight: bold;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Organização da Classe&lt;/span&gt;&lt;/u&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                                &lt;td colspan=&quot;2&quot; id=&quot;blank&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;De
 acordo com os materiais disponíveis, sejam eles trazidos pelos alunos 
ou cedidos pela escola, a classe pode ser organizada em pequenos grupos 
(máximo 5 alunos) para facilitar a visualização dos resultados obtidos 
pelo experimento.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                               &lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-weight: bold;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Formas de Registro&lt;/span&gt;&lt;/u&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                                &lt;td colspan=&quot;2&quot; id=&quot;blank&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Antes de realizar o experimento com os alunos:&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Solicite que eles escrevam um breve relato sobre o motivo pelo qual o óleo fica na superfície da água.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Após a realização do experimento:&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Solicite
 que os alunos confeccionam um trabalho/pesquisa mais elaborado em casa.
 O trabalho deve conter ilustrações feitas por eles mesmos das etapas 
que foram realizadas no experimento, descrição dos procedimentos e o 
resultado obtido e pesquisa sobre a densidade de outros líquidos, além 
dos envolvidos no experimento. &lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                               &lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-weight: bold;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Introdução&lt;/span&gt;&lt;/u&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                                &lt;td colspan=&quot;2&quot; id=&quot;blank&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;No
 nosso cotidiano são inúmeros os acontecimentos que desconhecemos suas 
causas, são situações simples, que passam despercebidas ou que não 
apresentamos interesse em desvendá-las.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Você já deve ter visto 
alguma reportagem sobre acidentes ambientais, onde ocorre um vazamento 
no casco de grandes navios e estes deixam vazar petróleo nas águas do 
mar, mas você já se perguntou por que o petróleo/óleo fica na superfície
 da água?&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Esta resposta você pode encontrar estudando a densidade 
dos materiais. Todo material possui sua densidade, que é a massa por 
unidade de volume de uma substância. O cálculo da densidade é feito pela
 divisão da massa do objeto por seu volume, isto é, a densidade existe 
para determinar a quantidade de matéria que está presente em uma 
determinada unidade de volume. A densidade dos sólidos e líquidos é 
expressa em gramas por centímetro cúbico (g/cm3).&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                               &lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-weight: bold;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Material&lt;/span&gt;&lt;/u&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                                &lt;td colspan=&quot;2&quot; id=&quot;blank&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Para
 facilitar a realização do experimento e permitir que o aluno o 
reproduza em sua residência é preferível utilizar materiais de fácil 
acesso a todos, como produtos que podemos encontrar em nossas casas.Caso
 sejam utilizados materiais de laboratório, deve-se citar algum que seja
 proporcional a este.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Exemplo: Béquer = copo de vidro, medidas de volume = 
xícaras, etc.&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;um copo alto de vidro&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;uma medida de óleo de cozinha ou azeite&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;uma medida de água&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;uma medida de álcool etílico&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;uma colher de tinta guache&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;A medida a ser utilizada dos líquidos deve ser a mesma, podendo ser estipulada em ml ou xícaras, por exemplo.&lt;/span&gt;&lt;br /&gt;
&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/AVvXsEgmjq-n9smG-X8UZfkF1zXqzlcezsFnigNz1e6mAMtBddeH8Vrq28mGP3fW1tll2AOH63VipLfzi0SspMcn8GoeyLbmdXilvqGm1okMpOpiNc19HGKKnv48tHPt9XFFh4z9I52bMedg5gPb/s1600/_densidadedosliquidos.1.zoom.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;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmjq-n9smG-X8UZfkF1zXqzlcezsFnigNz1e6mAMtBddeH8Vrq28mGP3fW1tll2AOH63VipLfzi0SspMcn8GoeyLbmdXilvqGm1okMpOpiNc19HGKKnv48tHPt9XFFh4z9I52bMedg5gPb/s320/_densidadedosliquidos.1.zoom.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;u&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Montagem
                                &lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Dispor os ingredientes sobre a bancada ou mesa;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Adicionar a tinta guache à água; &lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&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/AVvXsEhW_nXEyOGDDUiYxGeUXQTviNZ1z1AFd85443QMgi9zFcsI_7S0THFUrGA0EiCiLwdX37WeC3xZ5BlqpO4HMQnlz9nj4DmncgMA2IL2MXqVoJYDsWb1-1qRxiy-zveO46EhcnuvmSHSQ4tf/s1600/_densidadedosliquidos.2.zoom.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;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhW_nXEyOGDDUiYxGeUXQTviNZ1z1AFd85443QMgi9zFcsI_7S0THFUrGA0EiCiLwdX37WeC3xZ5BlqpO4HMQnlz9nj4DmncgMA2IL2MXqVoJYDsWb1-1qRxiy-zveO46EhcnuvmSHSQ4tf/s320/_densidadedosliquidos.2.zoom.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;Procedimentos&lt;/u&gt;
                                &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Para que todos os alunos participem da atividade é aconselhável solicitar que cada um realiza uma das etapas do procedimento.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;1. Derramar a água colorida no copo do experimento;&lt;/span&gt;&lt;br /&gt;
&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/AVvXsEhIgeQmA7OK7QI5QAjm2AqSz2Hei6pFTLxJTcB4p_sZGlYUOkgJXEQF88Yfyq9bVVKVi9v2bCy8LfDWlwT961UmpjZlsT46pkkTNJzJ4LPzk9AoXPo2U77uUTOQ5Hluffj81oaUK5r_TEx4/s1600/_densidadedosliquidos.3.zoom.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;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIgeQmA7OK7QI5QAjm2AqSz2Hei6pFTLxJTcB4p_sZGlYUOkgJXEQF88Yfyq9bVVKVi9v2bCy8LfDWlwT961UmpjZlsT46pkkTNJzJ4LPzk9AoXPo2U77uUTOQ5Hluffj81oaUK5r_TEx4/s320/_densidadedosliquidos.3.zoom.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;2. Com o copo levemente inclinado adicionar o óleo, derramando-o pela lateral do copo;&lt;/span&gt;&lt;br /&gt;
&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/AVvXsEh1GclHTk-sz3OWvNEI35mFHcOHkW3KeFIlQn_pe8CdCdNC3ClUJkv-0uKNegc5rl5nL922unnKSCYJ6vW2Feje38Bbfdrlqrd_vUB7tlpTFCjqBVYbsieXv9RHFEtD7Y6-IS1pWVOXEI2d/s1600/_densidadedosliquidos.4.zoom.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;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1GclHTk-sz3OWvNEI35mFHcOHkW3KeFIlQn_pe8CdCdNC3ClUJkv-0uKNegc5rl5nL922unnKSCYJ6vW2Feje38Bbfdrlqrd_vUB7tlpTFCjqBVYbsieXv9RHFEtD7Y6-IS1pWVOXEI2d/s320/_densidadedosliquidos.4.zoom.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;3. Ainda com o copo inclinado adicionar o álcool da mesma forma, derramando-o pela lateral do copo;&lt;/span&gt;&lt;br /&gt;
&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/AVvXsEh0v6L0q37a1b6M2GKO92gIyZQQRQ0oLPoU8Nti6dY_35CjUTS4EF1kYSy2ArSGaSfvIrHLvFdNxB4ul2dHncRJnBmTouM0dOGQNMWaDwqsNqJLX49xA7SkYxgB3q9jo6kDzNOEWAm34yxM/s1600/_densidadedosliquidos.5.zoom.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;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0v6L0q37a1b6M2GKO92gIyZQQRQ0oLPoU8Nti6dY_35CjUTS4EF1kYSy2ArSGaSfvIrHLvFdNxB4ul2dHncRJnBmTouM0dOGQNMWaDwqsNqJLX49xA7SkYxgB3q9jo6kDzNOEWAm34yxM/s320/_densidadedosliquidos.5.zoom.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;

&lt;span style=&quot;font-size: small;&quot;&gt;4. Deixar o copo em repouso sobre a bancada;&lt;/span&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;5. Observar o comportamento dos líquidos.&lt;/span&gt;&lt;br /&gt;
&lt;ol&gt;
&lt;/ol&gt;
&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/AVvXsEhBwst16oWd4YWYyfHd7GeN6zfdoRx3nLIXBvItAu8JHVMpOdRSOXYDFT4ge7duqMxoIQQLFKKf6Cebf6yf8LHHPyMtYb_-GPmNQGz7smgTbGfghJCJE7zSMzhX3YeDlIKqlJQJ8ZvUiWYP/s1600/_densidadedosliquidos.6.zoom.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;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBwst16oWd4YWYyfHd7GeN6zfdoRx3nLIXBvItAu8JHVMpOdRSOXYDFT4ge7duqMxoIQQLFKKf6Cebf6yf8LHHPyMtYb_-GPmNQGz7smgTbGfghJCJE7zSMzhX3YeDlIKqlJQJ8ZvUiWYP/s320/_densidadedosliquidos.6.zoom.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;4&quot; cellspacing=&quot;0&quot; id=&quot;border&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-weight: bold;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Hipóteses&lt;/span&gt;&lt;/u&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                                &lt;td colspan=&quot;2&quot; id=&quot;blank&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Posso mudar a ordem de inclusão dos líquidos?&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Teremos o mesmo resultado?&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                               &lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-weight: bold;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Elementos Para Testar as Hipóteses&lt;/span&gt;&lt;/u&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                                &lt;td colspan=&quot;2&quot; id=&quot;blank&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Caso haja material suficiente, permita que o grupo repita a experiência colocando os líquidos no copo na ordem que desejarem.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                               &lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-weight: bold;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Ações dos Alunos&lt;/span&gt;&lt;/u&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                                &lt;td colspan=&quot;2&quot; id=&quot;blank&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Participar de todas as etapas do experimento e observar seu resultado.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                               &lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-weight: bold;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Observações&lt;/span&gt;&lt;/u&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                                &lt;td colspan=&quot;2&quot; id=&quot;blank&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Independentemente
 da ordem pela qual os líquidos sejam colocados no recipiente, eles vão 
sempre ocupar a mesma posição de acordo com a sua densidade.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Recolhendo
 um volume igual para cada um dos líquidos analisados, o volume 
recolhido de líquido mais denso seria o que apresentava maior quantidade
 de matéria (massa), sendo por isso o mais pesado.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                               &lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-weight: bold;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Resultados&lt;/span&gt;&lt;/u&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                                &lt;td colspan=&quot;2&quot; id=&quot;blank&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Os
 alunos perceberão que os líquidos não se misturam e um se sobrepõe ao 
outro, formando camadas facilmente visualizadas devidos a coloração 
diferenciada dos líquido&lt;/span&gt;&lt;br /&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;4&quot; cellspacing=&quot;0&quot; id=&quot;border&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-weight: bold;&quot;&gt;&lt;br /&gt;
&lt;u&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Discussão de Conteúdo&lt;/span&gt;&lt;/u&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                                &lt;td colspan=&quot;2&quot; id=&quot;blank&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;O
 ocorrido deve-se a diferente densidade dos líquidos, onde o álcool é o 
líquido com menor densidade permanecendo no topo das camadas, a água é o
 líquido mais denso entre os três permanecendo no fundo do copo e o óleo
 com densidade intermediaria à densidade do álcool e da água, 
permanecendo entre estas duas camadas.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                               &lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-weight: bold;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Dicas&lt;/span&gt;&lt;/u&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                                &lt;td colspan=&quot;2&quot; id=&quot;blank&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Este
 conteúdo integra o tema Densidade dos Materiais, sejam eles sólidos, 
líquidos ou gasosos. Cabe ao professor adequar a realização deste 
experimento dentro de seu planeamento de aula de forma a não 
negligenciar os demais conteúdos a serem abordados dentro do tema 
citado.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                               &lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-weight: bold;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Noções Científicas&lt;/span&gt;&lt;/u&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                                &lt;td colspan=&quot;2&quot; id=&quot;blank&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Densidade dos Líquidos, Volume e Massa.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                               &lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-weight: bold;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Habilidades&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                                &lt;td colspan=&quot;2&quot; id=&quot;blank&quot;&gt;&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Coordenação motora para adicionar os líquidos no recipiente;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Participação/curiosidade nos questionamentos que antecedem a realização do experimento;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Trabalho em equipe;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Observação;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Desenho;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Descrição do experimento;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Iniciativa para realizar a pesquisa solicitada após o experimento.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                               &lt;td colspan=&quot;2&quot; id=&quot;medium&quot; style=&quot;font-weight: bold;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Atividade Experimental&lt;/span&gt;&lt;/u&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
                                &lt;td colspan=&quot;2&quot; id=&quot;blank&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Demonstração,Experimentação, Laboratório,Instrumentos
 de observação, Instrumentos de medição, Simulação, Análise de 
dados, Materiais alternativos.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://planejaraulas.blogspot.com/feeds/7445546144449751789/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://planejaraulas.blogspot.com/2012/03/densidade-dos-liquidos.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/7445546144449751789'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/7445546144449751789'/><link rel='alternate' type='text/html' href='http://planejaraulas.blogspot.com/2012/03/densidade-dos-liquidos.html' title='Densidade dos líquidos'/><author><name>valente</name><uri>http://www.blogger.com/profile/00924372977440279608</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxLsHFuws1LVRIKA5xmoI2eD0dK3tys_IQ8VKJh-DeaMNyCYwzPi7Flezd-5Br1xss0iBufmMDfgxvvZEXaOiWjPfR1AFINhUctn5dOkL5_WQHseDpuTGtEOebP-LMlg/s220/100_0453.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGNujmupZ9KXAapG1VEp4VKdA-rKxzStD5EGpZEmCy9G_kT3sTai6NP2GCta5qsbuZD5fruNg8Cku48SaT5KWzZY6ziqMhIppfjh3YI2xHAb_QwYjWH2tf7gi22zp9Y2OgYGxEMfkXQ-ni/s72-c/_densidadedosliquidos.zoom.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3254857369727650710.post-6480810680610872543</id><published>2012-02-13T02:11:00.000-08:00</published><updated>2012-02-13T02:11:13.877-08:00</updated><title type='text'>Vírus, bactérias e fungos</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Ensino Fundamental – Ciências – Vida e Ambiente - &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Seres Vivos&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;h1&gt;
Vírus, bactérias e fungos: uma introdução&lt;/h1&gt;
&lt;h2&gt;
Sequência Didática&lt;/h2&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;&lt;span class=&quot;intertitulo&quot;&gt;Objetivos&lt;/span&gt; &lt;/u&gt;&lt;br /&gt;
- Reconhecer a existência dos micro-organismos e de suas formas de vida. &lt;br /&gt;
- Relacioná-los a hábitos como alimentação e higiene.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;&lt;span class=&quot;intertitulo&quot;&gt;Conteúdos&lt;/span&gt;&lt;/u&gt;&lt;br /&gt;
- Características dos micro-organismos. &lt;br /&gt;
- Doenças e higiene. &lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;&lt;span class=&quot;intertitulo&quot;&gt;Anos&lt;/span&gt; &lt;/u&gt;&lt;br /&gt;
4º e 5º. &lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;&lt;span class=&quot;intertitulo&quot;&gt;Tempo estimado&lt;/span&gt; &lt;/u&gt;&lt;br /&gt;
Oito aulas. &lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;&lt;span class=&quot;intertitulo&quot;&gt;Material necessário&lt;/span&gt; &lt;/u&gt;&lt;br /&gt;
Meio litro de caldo de carne, 1 envelope de gelatina incolor, pratinhos de
vidro ou placas de petri, lupas, livros, obras de referência, revistas de
divulgação científica ou computador com acesso à internet.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;&lt;span class=&quot;intertitulo&quot;&gt;Flexibilização&lt;/span&gt;&lt;/u&gt;&lt;br /&gt;
&lt;span class=&quot;black-bold&quot;&gt;Para alunos com deficiência visual&lt;/span&gt;&lt;br /&gt;
Ofereça os textos em braile para o aluno com deficiência visual. Ele também
pode ter acesso à internet com a ajuda de programas de computador como o Dosvox
ou o Jauss. Se necessário, antecipe algumas atividades para que o aluno
desenvolva parte da pesquisa no contraturno. Garanta que os textos produzidos
pela turma também sejam registrados em braile para o aluno e conte com a ajuda
do professor responsável pela sala de recursos para produzir este material.
Explique ao aluno cego como será feito o experimento e deixe que tenha contato
com os materiais antes de começar a recolher as amostras. Ao longo da
experiência, o aluno participa assim como os demais e pode contar com a ajuda
de colegas para esfregar os cotonetes nas mãos e na boca e montar as placas. Na
etapa de observação dos resultados divida a turma em pequenos grupos. Os
colegas ajudam o aluno com deficiência visual descrevendo a experiência e o
aluno produz um texto instrucional com o passo a passo do experimento e os
resultados observados, para compartilhar com a turma.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;u&gt;&lt;span class=&quot;intertitulo&quot;&gt;Desenvolvimento&lt;/span&gt; &lt;/u&gt;&lt;br /&gt;
&lt;strong&gt;1ª etapa&lt;/strong&gt;&lt;br /&gt;
Para identificar o que a turma sabe sobre micro-organismos, apresente o texto
Olhe Esse Vento nas Costas, Menino!, de Drauzio Varella (disponível no endereço
abr.io/drauzio). Depois da leitura, certifique-se de que todos entenderam o
sentido geral do texto, especialmente o papel dos micro-organismos como causa
de gripes e resfriados. Pergunte o que já ouviram falar sobre vírus, bactérias
e fungos. Onde são encontrados? É possível vê-los? Como podemos diferenciar um
do outro? Todos transmitem doenças?&lt;/div&gt;
&lt;h1&gt;
Texto: Olhe esse vento nas costas, menino!&lt;/h1&gt;
Drauzio Varella&lt;br /&gt;


&lt;h1&gt;
Olhe esse vento nas costas, menino!&lt;/h1&gt;
Drauzio Varella&lt;br /&gt;
&lt;br /&gt;Cuidado com a friagem, meu filho! Minha avó falava assim. A sua,
provavelmente, também. Acho que todas as avós do mundo tiveram essa preocupação
com os netos. Acostumados a considerar sábios os conselhos que chegaram até nós
pela tradição familiar, também insistimos com nossos descendentes para que se
protejam da friagem e dos golpes de vento, sem nos darmos conta de que fica
estranho repetirmos tal recomendação ingênua em pleno século 21.&lt;br /&gt;


Se friagem fizesse mal, a seleção natural certamente nos teria privado da
companhia de suecos, noruegueses, canadenses, esquimós e de outros povos que
enfrentam a tristeza diária de viver em lugares gelados.&lt;br /&gt;


A crendice de que o frio e o vento provocam doenças do aparelho respiratório
talvez seja fácil de explicar. Sem ideia de que existiam vírus, fungos ou
bactérias, nossos antepassados achavam lógico atribuir as gripes e resfriados,
que incidiam com maior frequência no inverno, à exposição do corpo às
temperaturas mais baixas.&lt;br /&gt;


É possível que a conclusão tenha sido reforçada pela observação de que
algumas pessoas espirram e têm coriza quando expostas repentinamente às baixas
temperaturas, sintomas de hipersensibilidade (alergia) ao frio, que nossos
bisavós deviam confundir com os do resfriado comum.&lt;br /&gt;


Confiantes na perspicácia de suas observações, as gerações que nos
precederam transmitiram a crença de que friagem e golpes de ar provocam doenças
respiratórias, restringindo a liberdade e infernizando a vida de crianças,
adolescentes e até dos adultos:&lt;br /&gt;


– Não beba gelado, filhinho! Não apanhe sereno! Não saia nesse frio, minha
querida, vai pegar um resfriado! Agasalhe essa criança; ela pode ficar gripada.
Feche a janela, olhe esse vento nas costas! Descalço no chão frio? Vá já calçar
o chinelo!&lt;br /&gt;


Crescemos obedientes a essas ordens. Quanto calor devemos ter sofrido no
colo de nossas mães enrolados em xales de lã em pleno verão? Quantos guaranás
mornos fomos obrigados a tomar nos aniversários infantis? Para sair nas noites
frias, quantas camadas de roupa tivemos de suportar? Quantas vezes
interromperam nossas brincadeiras porque começava a cair sereno?&lt;br /&gt;


A partir dos anos 1950, foram realizadas diversas pesquisas para avaliar a
influência da temperatura na incidência de gripes, resfriados e outras
infecções das vias aéreas.&lt;br /&gt;


Nesses estudos, geralmente realizados nos meses de inverno rigoroso, os
voluntários foram divididos em dois grupos: no primeiro, os participantes
passavam o tempo resguardados em ambientes com calefação, sem se exporem à neve
ou à chuva. No segundo grupo, os participantes eram expostos à chuva, à neve e
aos ventos cortantes.&lt;br /&gt;


Nenhum desses trabalhos jamais demonstrou que a exposição às intempéries
aumentasse a incidência de infecções respiratórias. Ao contrário, diversos
pesquisadores encontraram maior frequmicróência de gripes e resfriados entre os
que eram mantidos em ambientes fechados.&lt;br /&gt;


Numa cidadezinha do interior da Holanda, na segunda metade do século XVII,
um dono de armarinho chamado Antoni Leeuwenhoek, que tinha como distração
estudar lentes de aumento, montou um aparelho que aumentava o tamanho dos
objetos. Por uma curiosidade particular, dessas que costumam mudar os rumos da
ciência, Leeuwenhoek, em vez de usar seu microscópio rudimentar para ampliar
coisas pequenas, como patas de mosquitos, olhos de mosca ou buracos de cortiça,
conforme faziam os ingleses naquela época, procurou as invisíveis. Examinou uma
gota de chuva, a própria saliva, uma gota de seu esperma e ficou estarrecido
com o que seus olhos viram.&lt;br /&gt;


Relatou assim suas descobertas: “No ano de 1675, em meados de setembro (…)
descobri pequenas criaturas na água da chuva que permaneceu apenas alguns dias
numa tina nova pintada de azul por dentro (…) esses pequenos animais, a meu
ver, eram 10 mil vezes menores do que a pulga-d’água, que se pode ver a olho
nu”.&lt;br /&gt;


Mais de 300 anos depois da descoberta dos micróbios, ainda continuamos a
atribuir à pobre friagem a causa de nossas desventuras respiratórias.
Convenhamos, não fica bem! Esquecemos que resfriados e gripes são doenças
causadas por vírus e que sem eles é impossível adquiri-las. Aceitamos
passivamente que o sereno faz mal quando cai em nossas cabeças e que o vento em
nossas costas nos deixa doentes, sem pensarmos um minuto na lógica de tais
afirmações. Qual o problema se algumas gotas de sereno se condensarem em nosso
cabelo? E o vento? Por que só quando bate nas costas faz mal? Na frente não?&lt;br /&gt;


Gripes, resfriados e outras infecções respiratórias são doenças infecciosas
provocadas por agentes microbianos que têm predileção pelo epitélio do aparelho
respiratório. Quando eles se multiplicam em nossas mucosas, o nariz escorre,
tossimos, temos falta de ar e chiado no peito. A presença do agente etiológico
é essencial; sem ele podemos sair ao relento na noite mais fria, chupar gelo o
dia inteiro ou apanhar um ciclone nas costas sem camisa, que não acontecerá
nada, além de sentirmos frio.&lt;br /&gt;


A maior incidência de infecções respiratórias nos meses de inverno é
explicada simplesmente pela tendência à aglomeração em lugares com janelas e
portas fechadas para proteger do frio. Nesses ambientes mal ventilados, a
proximidade das pessoas facilita a transmissão de vírus e bactérias de uma para
outra.&lt;br /&gt;


A influência do ar condicionado na incidência de doenças respiratórias,
entretanto, não segue a lógica anterior. A exposição a ele realmente favorece o
aparecimento de infecções respiratórias agudas, mas não pelo fato de baixar a
temperatura do ambiente (o ar quente exerce o mesmo efeito deletério), e sim
porque o ar condicionado desidrata o ar e resseca o muco protetor que reveste
as mucosas das vias aéreas. O ressecamento da superfície do epitélio
respiratório destrói anticorpos e enzimas que atacam germes invasores,
predispondo-nos às infecções.&lt;br /&gt;


&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;strong&gt;2ª etapa&lt;/strong&gt;&lt;br /&gt;
Para revisar e complementar as respostas, organize materiais para que realizem
uma pesquisa. Além dos livros didáticos, apresente obras de referência e
revistas de divulgação científica. Se houver acesso à internet, indique a
versão &lt;a href=&quot;http://escola.britannica.com.br/&quot; target=&quot;_blank&quot;&gt;Escola Online
da Enciclopédia Britannica&lt;/a&gt;. Divida a sala em cinco grupos e entregue para
cada um uma das perguntas debatidas na 1ª etapa. Auxilie-os a analisar as
respostas encontradas e a produzir um pequeno texto explicativo para fixar no
mural da sala.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;strong&gt;3ª etapa&lt;/strong&gt;&lt;br /&gt;
Investigue a presença de micro-organismos no corpo humano ao preparar um meio
de cultura para bactérias. Dissolva um envelope de gelatina incolor,
substituindo metade da água por caldo de carne. Despeje uma pequena quantidade
dessa mistura, ainda líquida, em pequenos pratos ou em placas de petri.
Informando que a mistura terá que ser conservada na geladeira para evitar o
derretimento e coberta com filme plástico para evitar sua contaminação,
explique o experimento à turma: &quot;Preparamos um ambiente (a gelatina) com
nutrientes (o caldo de carne) propício para o crescimento de bactérias. Vamos
ver em que partes do corpo humano elas existem? E em que condições?&quot;
Entregue duas placas para cada grupo. Uma deve permanecer intocada. Na outra,
os alunos devem esfregar um cotonete com resíduos retirados de uma das
seguintes fontes: dentes sem escovação, dentes recém-escovados, mãos sujas,
mãos recém-lavadas com água e sabão ou entre os dedos dos pés. Peça que eles
registrem suas previsões sobre o que vai ocorrer com cada uma das placas.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;strong&gt;4ª etapa&lt;/strong&gt;&lt;br /&gt;
Depois de uma semana, tire amostras da geladeira e traga para a sala. Distribua
lupas e oriente os alunos a analisá-las. O que ocorreu? Peça que desenhem o que
observam em cada uma das placas. Debata sobre a diferença da quantidade de
colônias de bactérias. Aponte que o corpo humano é o lar de milhões delas -
algumas, como as da flora intestinal, são essenciais para a sobrevivência.
Informe ainda que lavar as mãos, por exemplo, diminui a quantidade de
micro-organismos sobre a pele.&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;&lt;span class=&quot;intertitulo&quot;&gt;Avaliação&lt;/span&gt; &lt;/u&gt;&lt;br /&gt;
Ao longo das etapas, observe, nas produções escritas e orais, se a turma:&lt;br /&gt;
- Entende que micro-organismos existem, ainda que alguns sejam invisíveis a
olho nu.&lt;br /&gt;
- Compreende que eles são seres vivos, que se reproduzem, respiram, se
alimentam etc.&lt;br /&gt;
- Sabe que alguns deles têm relação com doenças, enquanto outros são
indispensáveis ao organismo.&lt;br /&gt;
- Identifica hábitos de higiene simples que impedem sua proliferação.&lt;br /&gt;
Para aferir a compreensão, uma possibilidade é organizar um preparo de massa de
pão, questionando por que o fermento deve ser misturado a leite morno (é a
temperatura ideal para a reprodução), por que se adiciona açúcar (nutriente
para o fermento), por que a massa cresce (as leveduras se alimentam do açúcar e
liberam gás carbônico, responsável pelas bolinhas no pão) e por que deve-se
lavar as mãos ao manusear a massa (para não contaminar a mistura).&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Retirado da REVISTA NOVA ESCOLA &lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://planejaraulas.blogspot.com/feeds/6480810680610872543/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://planejaraulas.blogspot.com/2012/02/virus-bacterias-e-fungos.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/6480810680610872543'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/6480810680610872543'/><link rel='alternate' type='text/html' href='http://planejaraulas.blogspot.com/2012/02/virus-bacterias-e-fungos.html' title='Vírus, bactérias e fungos'/><author><name>valente</name><uri>http://www.blogger.com/profile/00924372977440279608</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxLsHFuws1LVRIKA5xmoI2eD0dK3tys_IQ8VKJh-DeaMNyCYwzPi7Flezd-5Br1xss0iBufmMDfgxvvZEXaOiWjPfR1AFINhUctn5dOkL5_WQHseDpuTGtEOebP-LMlg/s220/100_0453.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3254857369727650710.post-8053364179683669373</id><published>2012-02-12T03:23:00.000-08:00</published><updated>2012-02-12T03:23:38.243-08:00</updated><title type='text'>TANTO LIXO É NECESSÁRIO!</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
1º ano do Ensino Fundamental - NATUREZA E SOCIEDADE&lt;br /&gt;
&lt;br /&gt;
As crianças são muito observadoras e é em casa e no espaço escolar que elas descobrem que muitos materiais que costumamos jogar fora podem ser reaproveitados.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Sequência didática&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&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/AVvXsEgJ5dT4ihWkiZO9jvEfqQ-QqZNXH4t_15pZUQbDuBSZROxjEG7rTjVxwekD4g-RJ7QqGmOVe6vk2oxJNp5Lwv1yxpe4rVb5HW2wJy80jcpy5XL3dJzwqLq15fucyGXJf7NXKot_T_Lt4jyG/s1600/imageslicoerecicla.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJ5dT4ihWkiZO9jvEfqQ-QqZNXH4t_15pZUQbDuBSZROxjEG7rTjVxwekD4g-RJ7QqGmOVe6vk2oxJNp5Lwv1yxpe4rVb5HW2wJy80jcpy5XL3dJzwqLq15fucyGXJf7NXKot_T_Lt4jyG/s1600/imageslicoerecicla.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span class=&quot;intertitulo&quot;&gt;&lt;u&gt;Objetivos &lt;/u&gt;&lt;br /&gt; &lt;/span&gt;- Conscientizar as crianças de que qualquer ser humano é um produtor de lixo. &lt;br /&gt; - Fazer com que os pequenos de 6 e 7 anos percebam a quantidade de lixo que uma família pode produzir.&lt;br /&gt; - Identificar os tipos de lixo que podem ser reciclados. &lt;br /&gt; - Diferenciar os tipos de lixo produzidos.&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;&lt;span class=&quot;intertitulo&quot;&gt;Conteúdos&lt;/span&gt;&lt;/u&gt;&lt;br /&gt; - Natureza e sociedade.&lt;br /&gt; - Lixo.&lt;br /&gt; - Reciclagem. &lt;br /&gt; &lt;br /&gt; &lt;u&gt;&lt;span class=&quot;intertitulo&quot;&gt;Anos&lt;/span&gt;&lt;/u&gt;&lt;br /&gt;
&lt;span class=&quot;intertitulo&quot;&gt;1º ano do Ensino Fundamental&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;intertitulo&quot;&gt; &lt;/span&gt;&lt;br /&gt;
&lt;u&gt;&lt;span class=&quot;intertitulo&quot;&gt;Tempo estimado &lt;/span&gt;&lt;/u&gt;&lt;br /&gt; Três dias &lt;br /&gt; &lt;br /&gt; &lt;u&gt;&lt;span class=&quot;intertitulo&quot;&gt;Materiais necessários&lt;/span&gt;&lt;/u&gt;&lt;br /&gt;
 Sacos de lixo, cestos de lixo com destinações específicas, cartolinas, 
tintas e canetinhas para a confecção de cartazes.&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;Introdução&lt;/u&gt;&lt;br /&gt;
 A maneira como o ser humano se relaciona com o ambiente e com as pessoas que o cerca, constitui o seu&amp;nbsp; modus vivendi. Sabe-se que a vida 
nunca é isolada da sociedade.&lt;br /&gt;
Um
 grande desafio pelo qual a humanidade passa é repensar a sua relação com o meio ambiente. Nesse sentido, quanto mais cedo as crianças 
perceberem que fazem parte da natureza, tanto melhor para sua 
convivência futura.&lt;br /&gt;
   Frequentemente as crianças, particularmente
 as que vivem nos grandes centros urbanos, associam a palavra natureza 
apenas ao campo, a um sítio, uma fazenda, à praia ou à floresta. Poucas 
são aquelas que percebem o bairro da escola ou de sua residência como 
natureza. Mas, é preciso que desde cedo, os pequenos 
compreendam e percebam que, ainda que transformadas pela ação humana, as cidades, o nosso bairro 
onde moramos fazem parte da natureza, do ambiente.&lt;br /&gt;
 Estimule as 
crianças da sua turma a perceberem como vivem e se relacionam com a 
natureza e a sociedade. Compreender quanto lixo produzimos pode ser uma 
importante ferramenta de percepção para os pequenos. &lt;br /&gt;
 &lt;u&gt;&lt;span class=&quot;intertitulo&quot;&gt;Desenvolvimento&lt;/span&gt;&lt;/u&gt;&lt;br /&gt; &lt;span class=&quot;black-bold&quot;&gt;1ª etapa&lt;/span&gt;&lt;br /&gt;
 Comece sensibilizando sua turma sobre o assunto &quot;lixo&quot;. Uma sugestão é 
convidar as crianças para duas atividades de observação do pátio: os 
pequenos podem fazer uma visita antes do recreio e outra logo depois 
desse período, antes do momento da limpeza. Você pode fotografar os 
mesmos lugares nos dois momentos, organizar uma roda de conversa e 
mostrar as imagens às crianças. É importante que eles relatem o que 
viram e que tenham percebido diferenças entre o &quot;antes&quot; e o &quot;depois&quot;.&lt;br /&gt;
Outra
 possibilidade é fazer com que a turma visite uma das salas de 
atividades no final do dia e outros espaços da escola (biblioteca, 
secretária, refeitório) para que possam comparar a quantidade de lixo 
produzida em cada um desses ambientes. Isso cria nas crianças a noção de
 que, independentemente da área de atuação das pessoas, todos produzimos
 lixo.&lt;br /&gt;
 &lt;span class=&quot;black-bold&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;black-bold&quot;&gt;2ª etapa&lt;/span&gt;&lt;br /&gt; Nesta etapa é importante
 que as crianças possam refletir um pouco mais sobre a produção de lixo.
 Você pode solicitar que os pequenos observem e anotem a produção de um dia
 de lixo de sua casa. Oriente sua turma&amp;nbsp; para que anotem em uma folha de papel, separando os resíduos inorgânicos dos orgânicos.&lt;br /&gt;
Faça uma brincadeira para que
 a turma classifique os tipos de lixo relacionados por eles e lance perguntas para que 
eles percebam que a quantidade de lixo trazida por cada uma das crianças
 muda, de acordo com os hábitos familiares. &lt;br /&gt;
 Em grupo, peça a elas para confeccionarem cartazes sobre como reduzir o lixo na escola.&lt;br /&gt;
 Ao final, 
proponha uma nova roda de conversa para que os pequenos comentem os cartazes feitos, contem sobre a origem do lixo produzido e avaliem a 
atividade.&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;black-bold&quot;&gt;3ª etapa&lt;/span&gt;&lt;br /&gt; Relembre com as crianças
 as atividades dos dias anteriores. Aproveite esta oportunidade para 
explicar sobre a produção do lixo nas cidades e sobre a necessidade de 
se reduzir esta produção. &lt;br /&gt;
Convide as crianças a comentar o 
assunto e se na lista que fizeram do lixo produzido em sua casa existe algum tipo de lixo que possa ser reutilizado? Eles seriam capazes
 de selecionar estes materiais?&lt;br /&gt;
 Um bom exemplo é o das folhas 
para desenhos. As crianças adoram desenhar e, na maioria dos casos, 
desenham apenas em uma das faces do papel. Orientá-las a utilizar a 
outra face pode ser uma boa sugestão.&lt;br /&gt;
 Outra sugestão é trabalhar 
com as crianças receitas culinárias feitas a partir de cascas de frutas -
 que, normalmente, são desprezadas no lixo, como por exemplo, fazer das cascas do abacaxi um suco delicioso.&lt;br /&gt;
  Para aproveitar a curiosidade 
das crianças, organize algumas entrevistas com funcionários da 
pré-escola sobre o lixo produzido. As crianças podem elaborar questões 
relacionadas ao tipo de lixo, quantidade e destinação. Certamente as 
merendeiras terão respostas diferentes daqueles funcionários que 
trabalham na secretaria ou na biblioteca.&lt;br /&gt;
 É muito importante também que as crianças interajam, desde cedo, com 
outras fontes de pesquisa, como livros e filmes. Você também pode levar 
os pequenos para a sala de informática e orientá-los na navegação por 
sites como o Meu Planetinha, que traz vídeos, testes, textos e sugestões
 de livros que você pode compartilhar com a turma.&lt;br /&gt;
&lt;br /&gt;
Abaixo, alguns textos que podem ser úteis para esta etapa:&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Ilustração: Jean Galvão e Imagem: ESA&lt;/b&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/AVvXsEhKjAVCJ6mSGa2-_DR7r0EaIb67td0GZe-I6hbA-MbFhV10VGyTWdbPNVWh5XRkBuRtDEgA28EYo1cAg0FpwCkbJkFoheSGG1dHTwYFRrvKouPfMLVZzYYRqS28hhaggK2gp1qtJMtKKlkT/s1600/que_sujeira_recreio_abre.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKjAVCJ6mSGa2-_DR7r0EaIb67td0GZe-I6hbA-MbFhV10VGyTWdbPNVWh5XRkBuRtDEgA28EYo1cAg0FpwCkbJkFoheSGG1dHTwYFRrvKouPfMLVZzYYRqS28hhaggK2gp1qtJMtKKlkT/s1600/que_sujeira_recreio_abre.jpg&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;&lt;b class=&quot;baixo&quot;&gt;Como seria uma foto da Terra se todo o lixo espacial se agrupasse ao redor do planeta&lt;/b&gt;.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class=&quot;chapeu&quot;&gt;
Lixo sideral&lt;/div&gt;
&lt;b&gt;Que sujeira!&lt;/b&gt;
      
      &lt;strong class=&quot;poluicao&quot;&gt;A poluição da Terra já está chegando até o espaço&lt;/strong&gt;
      
      &lt;div class=&quot;linha&quot;&gt;

       &lt;div class=&quot;autor&quot;&gt;

        &lt;em&gt;15/05/2008&lt;/em&gt;
          &lt;em&gt;Maria Carolina Cristianini&lt;/em&gt;        
       &lt;/div&gt;
&lt;div class=&quot;mais_menos&quot;&gt;

        &lt;a class=&quot;menos&quot; href=&quot;&quot;&gt;menos&lt;/a&gt;
        &lt;span class=&quot;aa&quot;&gt;aA&lt;/span&gt;
        &lt;a class=&quot;mais&quot; href=&quot;&quot;&gt;mais&lt;/a&gt;
       &lt;/div&gt;
&lt;div class=&quot;box-compartilhe&quot; id=&quot;box-compartilhe&quot; style=&quot;display: block;&quot;&gt;
  
                                               
       &lt;div class=&quot;box-like&quot;&gt;
                                
                                &lt;span&gt;&lt;/span&gt;
                                
                         &lt;/div&gt;
&lt;div class=&quot;bt-twitter&quot;&gt;

                            
                            

                            &lt;/div&gt;
&lt;div class=&quot;g-mais&quot;&gt;

                                
                            &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
Se pudesse viajar ao redor da Terra, você veria planetas, estrelas, cometas e muito lixo!&lt;br /&gt;
A
 Agência Espacial Européia criou a imagem abaixo para mostrar a 
quantidade de lixo espacial que existe em volta do nosso planeta. Há 
partes de veículos, de robôs, de satélites e até uma luva, perdida por 
um astronauta.&lt;br /&gt;
Desde que as pesquisas espaciais começaram, em 
1957, já foram lançados ao espaço 6 mil satélites. Todos ainda estão por
 lá, mas só cerca de 800 funcionam. Eles servem para estudar o clima, 
distribuir sinais de TV e fazer a comunicação pela rede de telefonia. 
Esses objetos podem atrapalhar o trabalho dos astrônomos, cair na Terra e
 atingir astronautas.&lt;br /&gt;
A solução para limpar o espaço seria enviar 
naves que destruíssem ou recolhessem o lixo, mas isso custa caro. 
Enquanto procuram alternativas, os cientistas planejam veículos que 
possam ser trazidos de volta quando pararem de funcionar.&lt;br /&gt;
&lt;em&gt;Consultoria: Rudstein Vasques de Nader - astrônomo do observatório do Valongo, da UFRJ)&lt;/em&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;chapeu&quot;&gt;
Consumo consciente&lt;/div&gt;
&lt;b&gt;Para onde vão as garrafas plásticas?&lt;/b&gt;
      
      &lt;strong class=&quot;poluicao&quot;&gt;Elas demoram centenas de anos para se 
decompor na natureza e, muitas vezes, são descartadas de forma 
incorreta, poluindo o meio ambiente. Descubra qual é a maneira mais 
consciente de consumir as garrafas plásticas na nova animação do Akatu 
Mirim &lt;/strong&gt;
      
      &lt;div class=&quot;linha&quot;&gt;

       &lt;div class=&quot;autor&quot;&gt;

        &lt;strong class=&quot;tit&quot;&gt;Débora Spitzcovsky&lt;/strong&gt;&lt;em&gt;&amp;nbsp;&lt;/em&gt; 
        &lt;a href=&quot;http://planetasustentavel.abril.com.br/home/&quot; target=&quot;_blank&quot;&gt;&lt;strong class=&quot;tit&quot;&gt;Planeta Sustentável&lt;/strong&gt;&lt;/a&gt;&lt;em&gt;- 26/07/2011&lt;/em&gt;
               
       &lt;/div&gt;
&lt;div class=&quot;mais_menos&quot;&gt;

        &lt;a class=&quot;menos&quot; href=&quot;&quot;&gt;menos&lt;/a&gt;
        &lt;span class=&quot;aa&quot;&gt;aA&lt;/span&gt;
        &lt;a class=&quot;mais&quot; href=&quot;&quot;&gt;mais&lt;/a&gt;
       &lt;/div&gt;
&lt;div class=&quot;box-compartilhe&quot; id=&quot;box-compartilhe&quot; style=&quot;display: block;&quot;&gt;
  
                                               
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&lt;div class=&quot;bt-twitter&quot;&gt;

                            
                            

                            &lt;/div&gt;
&lt;div class=&quot;g-mais&quot;&gt;

                                
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&lt;/div&gt;
&lt;/div&gt;
Quando não 
estamos em casa e bate aquela sede, é inevitável: procuramos o lugar 
mais próximo para comprar uma garrafa - plástica! - de água bem 
geladinha. Mas você já parou para pensar para onde vão essas 
garrafinhas, depois que matamos nossa sede e a jogamos na lata do&lt;strong&gt; lixo&lt;/strong&gt;?&lt;br /&gt;&lt;br /&gt;Cada &lt;strong&gt;garrafa de plástico&lt;/strong&gt;
 descartada no lixo comum demora cerca de 200 anos para se decompor nos 
aterros sanitários - sem contar aquelas que são jogadas, de forma 
incorreta, na rua e acabam poluindo o meio ambiente e entupindo os 
bueiros. Por isso, o portal &lt;strong&gt;Akatu Mirim&lt;/strong&gt;* acaba de lançar uma nova animação que explica como podemos &lt;strong&gt;consumir &lt;/strong&gt;de forma mais&lt;strong&gt; responsável&lt;/strong&gt; as garrafas plásticas, diminuindo seus impactos no planeta.&lt;br /&gt;&lt;br /&gt;Para
 reduzir o consumo,&amp;nbsp;o ideal é levarmos sempre, na mochila, uma garrafa 
plástica limpa. Assim, quando bater aquela sede, basta encher a 
garrafinha com água potável de um filtro ou bebedor. E, quando a garrafa
 plástica já estiver velhinha, vale a pena tentar dar uma nova utilidade
 a ela, antes de aposentá-la e jogá-la na lixeira - de &lt;strong&gt;reciclagem&lt;/strong&gt;, claro. Por exemplo, que tal usar a criatividade para criar um brinquedo de tiro ao alvo? Aprenda a fazê-lo&amp;nbsp;na seção &lt;strong&gt;&lt;a href=&quot;http://akatumirim.org.br/#/ATIVIDADES/9&quot; target=&quot;_blank&quot;&gt;Atividades&lt;/a&gt;&lt;/strong&gt; do Akatu Mirim.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;A &lt;strong&gt;&lt;a href=&quot;http://akatumirim.org.br/#/TEMA/3&quot; target=&quot;_blank&quot;&gt;animação sobre as garrafas d’água&lt;/a&gt;&lt;/strong&gt;
 já está disponível no site do Akatu Mirim. Assista e compartilhe com 
seus amigos, pais e professores o que aprender de bacana. Afinal, quanto
 mais pessoas estiverem preocupadas com o &lt;strong&gt;consumo consciente&lt;/strong&gt; das garrafinhas plásticas, melhor será para o planeta e para todos que vivem nele, certo?&lt;br /&gt;&lt;b class=&quot;submarino&quot;&gt;&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
&lt;b class=&quot;submarino&quot;&gt;Teste: A encrenca do lixo&lt;/b&gt;
      &lt;strong class=&quot;poluicao&quot;&gt;&amp;nbsp;&lt;/strong&gt;&lt;br /&gt;
&lt;strong class=&quot;poluicao&quot;&gt;Produzir restos é algo que fazemos com 
tanta naturalidade que, às vezes, nem percebemos o quanto podemos 
prejudicar a natureza (ou preservá-la)&lt;/strong&gt;&lt;br /&gt;
&lt;strong class=&quot;poluicao&quot;&gt;&amp;nbsp;&lt;/strong&gt;&lt;strong class=&quot;tit&quot;&gt;Manoella Oliveira &lt;/strong&gt;&lt;em&gt;&amp;nbsp;&lt;/em&gt;
        
         &lt;strong class=&quot;tit&quot;&gt;Planeta Sustentável &lt;/strong&gt;&lt;em&gt;- 29/11/2011&amp;nbsp;&lt;/em&gt;&lt;br /&gt;
&lt;div class=&quot;autor2&quot;&gt;

        
       &lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;radio&quot;&gt;
        
          &lt;i&gt;1. Uma sacola de supermercado dura cerca de 400 anos no meio ambiente.&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;
&amp;nbsp;&lt;input name=&quot;p0&quot; type=&quot;Radio&quot; value=&quot;1&quot; /&gt;Verdadeiro&amp;nbsp;&lt;input name=&quot;p0&quot; type=&quot;Radio&quot; value=&quot;&quot; /&gt;Falso&lt;br /&gt;

         &lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;
        
          &lt;i&gt;2. O cheiro desagradável é o principal problema causado pelo lixo.&lt;/i&gt;
          &lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;
&lt;input name=&quot;p1&quot; type=&quot;Radio&quot; value=&quot;&quot; /&gt;Verdadeiro&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;
&lt;input name=&quot;p1&quot; type=&quot;Radio&quot; value=&quot;1&quot; /&gt;Falso
         &lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;
        
          &lt;i&gt;3. Papel molhado de café não pode ser reciclado.&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;
&lt;input name=&quot;p2&quot; type=&quot;Radio&quot; value=&quot;1&quot; /&gt;Verdadeiro&lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;

          &lt;input name=&quot;p2&quot; type=&quot;Radio&quot; value=&quot;&quot; /&gt;Falso
         &lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;
        
          &lt;i&gt;4. Além da coleta da prefeitura, outro bom aliado na reciclagem podem ser os supermercados que já oferecem esse serviço.&lt;/i&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;
 &lt;input name=&quot;p3&quot; type=&quot;Radio&quot; value=&quot;1&quot; /&gt;Verdadeiro&lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;

          &lt;input name=&quot;p3&quot; type=&quot;Radio&quot; value=&quot;&quot; /&gt;Falso
         &lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;
        
          &lt;i&gt;5. Separar o lixo orgânico (restos de alimentos) do lixo 
seco (plástico, papel, alumínio e vidro) é um grande passo para 
facilitar o trabalho de quem faz a reciclagem, mesmo que o lixo seco 
esteja misturado.&lt;/i&gt;
          &lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;
&lt;input name=&quot;p4&quot; type=&quot;Radio&quot; value=&quot;1&quot; /&gt;Verdadeiro&lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;

          &lt;input name=&quot;p4&quot; type=&quot;Radio&quot; value=&quot;&quot; /&gt;Falso
         &lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;
        
          &lt;i&gt;6. O mundo digital dá um empurrãozinho na sustentabilidade,
 já que as pessoas deixam de gastar papel para ler textos na tela do 
computador ou do celular.&lt;/i&gt;
          &lt;input name=&quot;p5&quot; type=&quot;Radio&quot; value=&quot;1&quot; /&gt;Verdadeiro&lt;br /&gt;

          &lt;input name=&quot;p5&quot; type=&quot;Radio&quot; value=&quot;&quot; /&gt;Falso&lt;br /&gt;
&lt;i&gt;7. Existem tantas iniciativas de reciclagem que não precisamos nos preocupar se estamos produzindo muito lixo.&lt;/i&gt;&lt;br /&gt;
&lt;div class=&quot;radio&quot;&gt;
 &lt;input name=&quot;p6&quot; type=&quot;Radio&quot; value=&quot;&quot; /&gt;Verdadeiro&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;
          &lt;input name=&quot;p6&quot; type=&quot;Radio&quot; value=&quot;1&quot; /&gt;Falso
         &lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;
&lt;i&gt;8. Todo lixo que geramos é reciclável.&lt;/i&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;

          &lt;input name=&quot;p7&quot; type=&quot;Radio&quot; value=&quot;&quot; /&gt;Verdadeiro&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;
          &lt;input name=&quot;p7&quot; type=&quot;Radio&quot; value=&quot;1&quot; /&gt;Falso
         &lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;
        
          &lt;i&gt;9. Quando restos de sacolas, papéis e tampinhas de 
refrigerante vão parar em lugares inadequados, muitos bichinhos 
confundem o lixo com alimentos e morrem ao engolir materiais que não 
deveriam.&lt;/i&gt;
          &lt;input name=&quot;p8&quot; type=&quot;Radio&quot; value=&quot;1&quot; /&gt;Verdadeiro&lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;

          &lt;input name=&quot;p8&quot; type=&quot;Radio&quot; value=&quot;&quot; /&gt;Falso
         &lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;
        
          &lt;i&gt;10. As latinhas de alumínio estão entre os itens que o Brasil recicla com maior sucesso. O índice ultrapassa 90%.&lt;/i&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;
 &lt;input name=&quot;p9&quot; type=&quot;Radio&quot; value=&quot;1&quot; /&gt;Verdadeiro&lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;

          &lt;input name=&quot;p9&quot; type=&quot;Radio&quot; value=&quot;&quot; /&gt;Falso
         &lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;
        
          &lt;i&gt;11. Muitas cidades brasileiras proibiram a distribuição de 
sacolas plásticas no supermercado para evitar que elas poluam o meio 
ambiente.&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;
&lt;input name=&quot;p10&quot; type=&quot;Radio&quot; value=&quot;1&quot; /&gt;Verdadeiro&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;
          &lt;input name=&quot;p10&quot; type=&quot;Radio&quot; value=&quot;&quot; /&gt;Falso
         &lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;
        
          &lt;i&gt;12. Como os hábitos das pessoas são difíceis de mudar, os 
governos estão investindo em tecnologia para resolver o problema do lixo
 sem a participação da sociedade.&lt;/i&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;

          &lt;input name=&quot;p11&quot; type=&quot;Radio&quot; value=&quot;&quot; /&gt;Verdadeiro&lt;/div&gt;
&lt;div class=&quot;radio&quot;&gt;

          &lt;input name=&quot;p11&quot; type=&quot;Radio&quot; value=&quot;1&quot; /&gt;Falso
         &lt;/div&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;autor2&quot;&gt;
&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;autor2&quot;&gt;
1.verdadeiro 2.falso 3.verdadeiro 4.verdadeiro 5.verdadeiro 
6.verdadeiro 7.falso 8.falso 9.verdadeiro 10.verdadeiro. 11.verdadeiro 
12.falso&lt;/div&gt;
&lt;div class=&quot;autor2&quot;&gt;
&lt;strong class=&quot;tit&quot;&gt;&amp;nbsp;&lt;/strong&gt;&lt;/div&gt;
&lt;div class=&quot;autor2&quot;&gt;
&lt;strong class=&quot;tit&quot;&gt;Manoella Oliveira &lt;/strong&gt;&lt;em&gt;&amp;nbsp;&lt;/em&gt;
        
         &lt;strong class=&quot;tit&quot;&gt;Planeta Sustentável &lt;/strong&gt;&lt;em&gt;- 29/11/2011&amp;nbsp;&lt;/em&gt;
        
       &lt;/div&gt;
&lt;div class=&quot;chapeu&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;chapeu&quot;&gt;
Livro sugerido&lt;strong&gt;: Reciclagem - A aventura de uma garrafa &lt;/strong&gt;&lt;/div&gt;
&lt;div class=&quot;chapeu&quot;&gt;
caminhos do lixo&lt;/div&gt;
&lt;b&gt;Reciclagem - A aventura de uma garrafa&lt;/b&gt;
      
      &lt;strong class=&quot;poluicao&quot;&gt;Você sabe o que acontece quando jogamos 
uma garrafa de vidro fora? Para onde será que ela vai? Por onde ela 
passa?  Embarque no livro “Reciclagem - A aventura de uma garrafa” e 
descubra os caminhos que o nosso lixo pode percorrer pelo mundo. Vamos 
começar a viagem?&lt;/strong&gt;
      
      &lt;div class=&quot;linha&quot;&gt;

       &lt;div class=&quot;autor&quot;&gt;

        &lt;strong class=&quot;tit&quot;&gt;Daniele Melo&lt;/strong&gt;&lt;em&gt;&amp;nbsp;&lt;/em&gt; 
        &lt;a href=&quot;http://planetasustentavel.abril.com.br/&quot; target=&quot;_self&quot;&gt;&lt;strong class=&quot;tit&quot;&gt;Planeta Sustentável&lt;/strong&gt;&lt;/a&gt;&lt;em&gt;- 12/07/2011&lt;/em&gt;
               
       &lt;/div&gt;
&lt;div class=&quot;mais_menos&quot;&gt;

        &lt;a class=&quot;menos&quot; href=&quot;&quot;&gt;menos&lt;/a&gt;
        &lt;span class=&quot;aa&quot;&gt;aA&lt;/span&gt;
        &lt;a class=&quot;mais&quot; href=&quot;&quot;&gt;mais&lt;/a&gt;
       &lt;/div&gt;
&lt;div class=&quot;box-compartilhe&quot; id=&quot;box-compartilhe&quot; style=&quot;display: block;&quot;&gt;
  
                                               
       &lt;div class=&quot;box-like&quot;&gt;
                                
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                         &lt;/div&gt;
&lt;div class=&quot;bt-twitter&quot;&gt;

                            
                            

                            &lt;/div&gt;
&lt;div class=&quot;g-mais&quot;&gt;

                                
                            &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;strong&gt;Reciclagem - A aventura de uma garrafa &lt;br /&gt;Editora Ática &lt;br /&gt;Brita Granstrom e Mick Manning &lt;br /&gt;2009&lt;/strong&gt; &lt;br /&gt;&lt;br /&gt;Imagine
 se a garrafa que descartamos é quebrada, se transformando em vários 
caquinhos de vidro. Ela pode acabar machucando os animais e as pessoas 
que passam por perto! E se ela cair no mar? O lixo que jogamos nos 
oceanos pode ser confundido com alimento por tubarões, aves e 
tartarugas, que engolem tudo o que passa à sua frente. Essa pode ser uma
 viagem bem perigosa. &lt;br /&gt;&lt;br /&gt;Mas vamos imaginar diferente. Essa mesma 
garrafa pode alcançar outro destino: o da reciclagem. Como? Se for 
jogada em uma lixeira de coleta seletiva, ela pode chegar a uma 
indústria recicladora. Assim, seu vidro é triturado, derretido, e 
transformado em novas garrafas ou em outros materiais que você nem pode 
imaginar. Ah... Esse passeio parece bem mais divertido, não é mesmo?&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
E não acaba aí! Este livro mostra outras possíveis viagens para a sua garrafa e ensina como é o processo de reciclagem de outros materiais que jogamos 
fora como pneus, jornais, latas de alumínio ou garrafas de plástico. 
Você vai aprender e se divertir com os textos e as ilustrações. Não dá 
para perder esta aventura!&lt;br /&gt;&lt;br /&gt;
Infográficos: os símbolos da reciclagem&lt;br /&gt;&lt;br /&gt;
&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/AVvXsEjogjtHJYbRM1G2NYY_Up0q8JbgdQU01FDDmFbyZYHoVHpHCr7WyGW0nWQ8MWZD1zghHHzq0FAmSqVSH8VZOKOGSa_i_D0KPGub5zAgLZ5RBKBjxWTC-6DYpFDaav3gx0tx5uJtqUTEvWJM/s1600/simbolos_embalagem_reciclagem_sustentabilidade.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjogjtHJYbRM1G2NYY_Up0q8JbgdQU01FDDmFbyZYHoVHpHCr7WyGW0nWQ8MWZD1zghHHzq0FAmSqVSH8VZOKOGSa_i_D0KPGub5zAgLZ5RBKBjxWTC-6DYpFDaav3gx0tx5uJtqUTEvWJM/s640/simbolos_embalagem_reciclagem_sustentabilidade.jpg&quot; width=&quot;429&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;&lt;strong&gt;&lt;/strong&gt;&lt;strong&gt;&lt;a href=&quot;http://akatumirim.org.br/&quot; target=&quot;_blank&quot;&gt;&lt;/a&gt;&lt;/strong&gt;&lt;br /&gt;
Infográfico: lixão verde&lt;br /&gt;&lt;strong&gt;&lt;/strong&gt;&lt;strong&gt;&lt;a href=&quot;http://akatumirim.org.br/&quot; target=&quot;_blank&quot;&gt;&lt;/a&gt;&lt;/strong&gt;&lt;br /&gt;
&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/AVvXsEhKw5MObJ9erEiartT78dssmniP30eNGfy424_I18Ynjj878mVxnAhibONRRTmMlji8Mi486QUzc7mqv0iwAz2eAl6TXENSusvjCDLyVN7EVGgBfdqPXoD0p4MRsi-oLo_Q8_yzfkYE2iCA/s1600/lixao-verde-2-pop.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKw5MObJ9erEiartT78dssmniP30eNGfy424_I18Ynjj878mVxnAhibONRRTmMlji8Mi486QUzc7mqv0iwAz2eAl6TXENSusvjCDLyVN7EVGgBfdqPXoD0p4MRsi-oLo_Q8_yzfkYE2iCA/s640/lixao-verde-2-pop.jpg&quot; width=&quot;522&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;&lt;strong&gt;&lt;/strong&gt;&lt;strong&gt;&lt;a href=&quot;http://akatumirim.org.br/&quot; target=&quot;_blank&quot;&gt;&lt;/a&gt;&lt;/strong&gt;&lt;br /&gt;
Infográfico: cores do lixo&lt;br /&gt;&lt;strong&gt;&lt;/strong&gt;&lt;strong&gt;&lt;a href=&quot;http://akatumirim.org.br/&quot; target=&quot;_blank&quot;&gt;&lt;/a&gt;&lt;/strong&gt;&lt;br /&gt;
&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/AVvXsEg0Ncz-p9ANS2lJiaYsPzFiYBhn9smvsKeifUo_qTMaVknaSrrWvnS4yYHw1xGSRjnnQwGwRcSofT2CXTtPkWjZyU4eDU4WZbJascRtyhrSGbe40JLLm0Ielvo-6L6G2XLaS3OHjjsSXTXn/s1600/coreslixo11.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0Ncz-p9ANS2lJiaYsPzFiYBhn9smvsKeifUo_qTMaVknaSrrWvnS4yYHw1xGSRjnnQwGwRcSofT2CXTtPkWjZyU4eDU4WZbJascRtyhrSGbe40JLLm0Ielvo-6L6G2XLaS3OHjjsSXTXn/s640/coreslixo11.jpg&quot; width=&quot;488&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;&lt;strong&gt;&lt;/strong&gt;&lt;strong&gt;&lt;a href=&quot;http://akatumirim.org.br/&quot; target=&quot;_blank&quot;&gt;&lt;/a&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;&lt;/strong&gt;&lt;strong&gt;&lt;a href=&quot;http://akatumirim.org.br/&quot; target=&quot;_blank&quot;&gt;&lt;/a&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;span class=&quot;black-bold&quot;&gt;4ª etapa&lt;/span&gt;&lt;br /&gt; Depois de ouvir o que os
 pequenos descobriram nas entrevistas e nas interações com os livros ou 
na sala de informática, chega o momento de saber das crianças quais são 
as ideias que elas propõem para melhorar a destinação do lixo na escola e
 em casa. Uma das possiblidades é a confecção de cestos coloridos com a 
identificação do tipo de lixo que pode ser jogado neles, o que vai 
suscitar outra discussão, sobre a destinação dos resíduos que 
produzimos. Conte aos pequenos que alguns materiais podem ser 
reaproveitados de uma maneira diferente. Por isso, eles precisam ser 
separados daqueles que não servem mais. Para facilitar a compreensão das
 crianças, ajude-as a criar um sistema de classificação de lixo que lhes
 seja mais fácil de entender. Normalmente, elas optam pelo que pode ser 
reciclado e aquilo que não pode. Outra classificação possível, fácil de 
ser feita, é com relação ao tipo material do lixo. Os tipos mais usados 
para as embalagens são papel, plástico, vidro, metal e material 
orgânico. O mais importante é que haja a percepção do que pode ser 
reciclado ou reutilizado e que esse material seja separado para isso.&lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;&lt;/strong&gt;&lt;strong&gt;&lt;a href=&quot;http://akatumirim.org.br/&quot; target=&quot;_blank&quot;&gt;&lt;/a&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;u&gt;&lt;span class=&quot;intertitulo&quot;&gt;Avaliação&lt;/span&gt;&lt;/u&gt;&lt;br /&gt; Para analisar se os 
pequenos compreenderam quanto lixo produzimos e se aprenderam a 
importância da reciclagem, proponha uma avaliação usando um esquema de 
labirinto. Desenhe um labirinto para ligar o lixo ao seu cesto correto 
de destinação e peça para as crianças pintarem esse caminho com cores 
diferentes. &lt;br /&gt;
Você também pode elaborar uma caça ao tesouro com a 
turma. O tesouro pode ser o cesto onde o lixo deverá ser jogado. Como 
cada pista leva a uma pista posterior, elabore frases ou perguntas que 
levem os pequenos a concluir, por eles mesmos, para onde cada pista os 
está conduzindo. Sendo assim, a última pista é uma embalagem escondida 
que precisa ser jogada no cesto correto. Como são cinco cestos 
diferentes, a turma poderá ser dividida em cinco grupos.&lt;br /&gt;
 Outra 
atividade possível para avaliar os avanços das crianças é elaborar um 
&quot;Basquete da Reciclagem&quot;. Faça cinco cestos de lixo - um para cada tipo 
de material - e providencie cinco bolas de cores diferentes com os nomes
 desses materiais. As crianças deverão acertar os cestos com as devidas 
bolas.&lt;br /&gt;
 É importante perceber que essa avaliação tem por 
finalidade fazer com que as crianças incorporem, ainda na Educação 
Infantil, a questão da classificação do lixo e a sua forma certa de 
destinação.&lt;br /&gt;
&lt;br /&gt;
Adaptado da REVISTA NOVA ESCOLA. &lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;&lt;/strong&gt;&lt;strong&gt;&lt;a href=&quot;http://akatumirim.org.br/&quot; target=&quot;_blank&quot;&gt;&lt;/a&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;span class=&quot;intertitulo&quot;&gt; &lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://planejaraulas.blogspot.com/feeds/8053364179683669373/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://planejaraulas.blogspot.com/2012/02/tanto-lixo-e-necessario.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/8053364179683669373'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3254857369727650710/posts/default/8053364179683669373'/><link rel='alternate' type='text/html' href='http://planejaraulas.blogspot.com/2012/02/tanto-lixo-e-necessario.html' title='TANTO LIXO É NECESSÁRIO!'/><author><name>valente</name><uri>http://www.blogger.com/profile/00924372977440279608</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxLsHFuws1LVRIKA5xmoI2eD0dK3tys_IQ8VKJh-DeaMNyCYwzPi7Flezd-5Br1xss0iBufmMDfgxvvZEXaOiWjPfR1AFINhUctn5dOkL5_WQHseDpuTGtEOebP-LMlg/s220/100_0453.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJ5dT4ihWkiZO9jvEfqQ-QqZNXH4t_15pZUQbDuBSZROxjEG7rTjVxwekD4g-RJ7QqGmOVe6vk2oxJNp5Lwv1yxpe4rVb5HW2wJy80jcpy5XL3dJzwqLq15fucyGXJf7NXKot_T_Lt4jyG/s72-c/imageslicoerecicla.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>