tag:blogger.com,1999:blog-33671563507405262122024-03-04T23:34:39.023-08:00Aprender e IntervirBlogue das disciplinas de Psicologia e Área de integração dos cursos profissionais do ensino secundário.
Publicam-se aqui, além de materiais educativos, sugestões e trabalhos dos alunos.Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.comBlogger24125tag:blogger.com,1999:blog-3367156350740526212.post-13728784291017691542017-10-28T10:13:00.000-07:002017-10-29T10:32:35.867-07:00As instâncias psíquicas: Id, Ego e Superego<img alt="" height="363" 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" width="400" /><br />
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" width="400" />Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0tag:blogger.com,1999:blog-3367156350740526212.post-84054464451955695872017-10-24T13:46:00.001-07:002017-10-24T13:52:51.762-07:00Direitos humanos<iframe allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/hTlrSYbCbHE" width="640"></iframe><br />
<iframe allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/uCnIKEOtbfc" width="640"></iframe>Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0tag:blogger.com,1999:blog-3367156350740526212.post-49793403880006438102017-10-24T08:16:00.000-07:002017-09-24T15:04:08.372-07:00Watson e a experiência com o pequeno Albert<img height="367" src="https://i1.wp.com/leganerd.com/wp-content/uploads/2013/02/littlealbert.jpeg?resize=231,192" width="442" /><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEim8uoqpQbnPyXiHehfkifrT-8qcHFnMZ4zA2sHrADYgY87zQ5Qhxz9FiwLg5x7OCGhyxFCjJTAfYoZsHm8BJXVnQk6gWIdxjBSCiMZO1uGKViLbpwlj30Iugri5w02PV9-rlVe5ZOssDMG/s1600-h/image%25255B4%25255D.png"><img alt="image" border="0" height="299" src="https://lh3.googleusercontent.com/-DJUDrjYzXJU/VhU3S3WZtjI/AAAAAAAAGLo/lrLejWgYvro/image_thumb%25255B2%25255D.png?imgmax=800" style="border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline;" title="image" width="647" /></a> <br />
<iframe allowfullscreen="" frameborder="0" height="480" src="https://www.youtube.com/embed/g4gmwQ0vw0A?rel=0&controls=0&showinfo=0" width="640"></iframe>Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0tag:blogger.com,1999:blog-3367156350740526212.post-67069983278964600342017-10-23T13:51:00.000-07:002017-10-29T10:26:15.841-07:00A teoria do relativismo cultural<div align="justify">
<img height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNjaoJdVJT6nbea0sxbYe6ebfl-is_yXlDSH2YE_nCOeiqOGUXgP0TXZVP-MCeFLYXmT22ErN6YaNs5sJsOFbE90iC6KsgvnQQ5O9f-1fTjf4UJPoJjCIHUgTCb0baeC_viGuKlgcgNUw/s1600/relativismo.jpg" style="display: block; float: none; margin-left: auto; margin-right: auto;" width="312" /> </div>
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<i></i> </div>
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“Assim, o relativismo cultural é a ideia de que todas ações são corretas ou incorretas consoante são consideradas corretas ou incorretas numa dada cultura. A negação disto é a ideia de que nem todas as ações são corretas ou incorretas em função do que as pessoas pensam. O relativista nunca vê diferença entre considerar-se numa dada cultura que algo é moralmente correto e algo ser moralmente correto, ao passo que o seu opositor defende que pelo menos em alguns casos existe tal diferença. </div>
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O relativista moral tem de defender que a Declaração Universal dos Direitos Humanos, aprovada pelas Nações Unidas no dia 10 de Dezembro de 1948, não exprime princípios éticos universais em qualquer sentido robusto do termo. Apesar de esta declaração ter sido aprovada por unanimidade nas Nações Unidas (com a abstenção de alguns países, como a União Soviética, a Polónia e a África do Sul), o relativista cultural terá de defender que a violação de qualquer dos direitos consagrados na Declaração é eticamente permissível desde que seja permissível numa dada cultura. Assim, se numa dada cultura se considera que é correto discriminar as pessoas com base na origem étnica ou no sexo, violando o artigo segundo da Declaração, o relativista tem de aceitar que nessa cultura é correto fazer tal coisa e que a Declaração se limita a exprimir uma convicção diferente.” </div>
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Desidério Murcho, <a href="http://criticanarede.com/">Crítica</a> (revista de Filosofia online).</div>
Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0tag:blogger.com,1999:blog-3367156350740526212.post-74111623345913922112017-10-23T00:21:00.000-07:002017-10-24T13:53:33.640-07:00Flor do deserto - Guião de análise do filme e trailer<iframe allowfullscreen="" frameborder="0" height="480" src="https://www.youtube.com/embed/U18deTeHW0I" width="640"></iframe> <br />
Título original do filme: Desert Flower<br />
De: <a href="http://us.imdb.com/Name?Sherry%20Horman">Sherry Horman</a><br />
Com: <a href="http://us.imdb.com/Name?Liya%20Kebede">Liya Kebede</a>, <a href="http://us.imdb.com/Name?Sally%20Hawkins">Sally Hawkins</a>, <a href="http://us.imdb.com/Name?Anthony%20Mackie">Anthony Mackie</a>, <a href="http://us.imdb.com/Name?Timothy%20Spall">Timothy Spall</a><br />
Género: Drama<br />
GB, 2009, Cores, <br />
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<b>O filme, </b><a href="http://cinecartaz.publico.pt/filme.asp?id=257777"><b><i>Flor do deserto</i></b></a><b>, é baseado na história da modelo somali Waris Dirie. Ela nasceu numa família nómada da Somália e foi submetida a uma prática, vulgar no seu país e em vários outros, chamada mutilação genital feminina ou excisão. Mais tarde, quando se tornou conhecida internacionalmente, escreveu um </b><a href="http://www.wook.pt/ficha/flor-do-deserto/a/id/40609"><b>livro</b></a><b> e tornou-se uma ativista contra essa tradição cultural. </b> </div>
Após o visionamento do filme, responda às seguintes questões: <br />
<b>1.</b> Dê três exemplos que ilustrem as diferenças existentes entre a cultura inglesa e a da Somália. <br />
<b>2.</b> Enuncie duas regras morais que sejam erradas para uma pessoa que aceite o código moral dominante na sociedade inglesa, mas que a maioria das pessoas da sociedade somali considera corretas. <br />
<b>3.</b> Na cultura somali, a prática da excisão justifica-se com base em que ideias e valores? <br />
<b>4.</b> De acordo com os valores morais dominantes nos países europeus, como é avaliada, do ponto de vista moral, a prática da excisão? <br />
<b>5.</b> Na sua opinião, haverá ações que possam ser moralmente boas ou más, independentemente do contexto cultural? Porquê? <br />
<b>6.</b> Indique duas passagens do filme que justifiquem a seguinte afirmação: a defesa das ideias do relativismo moral e cultural conduz ao conformismo. <br />
<b>7.</b> Dê exemplos de duas passagens do filme que ilustrem o racismo e a xenofobia. Explique porquê. <br />
<b>8.</b> Considera que a defesa dos direitos humanos e do relativismo cultural serão compatíveis? Justifique. <br />
<b>9.</b> Explique o significado do título atribuído ao filme: "Flor do deserto". <br />
<b>10.</b> Gostou do filme? Explique porquê. <br />
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A professora: Sara Raposo</div>
Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com1tag:blogger.com,1999:blog-3367156350740526212.post-65242350901174951942017-10-04T04:18:00.001-07:002017-10-04T04:18:48.431-07:00A distinção entre condicionamento clássico e operante<p><br></p><p><img width="886" height="322" alt="Resultado de imagem para distinção entre condicionamento classico e operante" src="http://i.imgur.com/Wme8wB1.png"></p>Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0tag:blogger.com,1999:blog-3367156350740526212.post-69240121588802025402017-10-04T04:11:00.001-07:002017-10-04T04:11:14.851-07:00O reforço e a punição<p><br></p><p><img width="826" height="465" alt="Resultado de imagem para reforço positivo e negativo" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMjxH28z8_A_HbIrKZmjCBG615BpLzY4CjWRgBy46cb56n4_pHE-obb8H-l8c05uqFdMfXNmH9l7ljuT6o0od-5x_L7TmiOtdTg-D7TB37VR9N1XVbZn2yWTj1nQJDCDkC9Dr_QzO0CZY/s640/consequencias-reforco-positivo-negativo-punicao-comportamento.jpg"></p><p><br></p><p><img width="851" height="598" alt="Resultado de imagem para reforço positivo e negativo" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqhrKnci1deKUEYpEW2Vme9FP1p-hUuFCX2wTwxcRny6K_xs2ipwi7sP0YsDG9SBXFPTb0DcUVxpEwJnwW2G1WJaSYcBFewN1DGA7EwzABvQOL4Xp-sX1ZJq-ej2BA3B9GBN6hbi2lyQc/s640/reforco-punicao-positivo-negativo.jpg"></p>Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0tag:blogger.com,1999:blog-3367156350740526212.post-46513111693041263972017-10-04T04:03:00.001-07:002017-10-04T04:03:31.255-07:00Behaviorismo: as experiências de Thorndike e Skinner<p><iframe width="560" height="315" src="https://www.youtube.com/embed/Ec05tzS48A8" frameborder="0" allowfullscreen=""></iframe></p><p><iframe width="560" height="315" src="https://www.youtube.com/embed/Qw8Kyj7OO-s" frameborder="0" allowfullscreen=""></iframe></p><p><iframe width="560" height="315" src="https://www.youtube.com/embed/tV7Zp2B_mt8" frameborder="0" allowfullscreen=""></iframe></p>Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0tag:blogger.com,1999:blog-3367156350740526212.post-18701326614240856842017-10-02T15:19:00.001-07:002017-10-02T15:51:07.211-07:00Como combater o racismo e a xenofobia?<p><iframe width="560" height="315" src="https://www.youtube.com/embed/HncyG4COyn0" frameborder="0" allowfullscreen=""></iframe></p><p><iframe width="560" height="315" src="https://www.youtube.com/embed/ILy1KgpVz0Q" frameborder="0" allowfullscreen=""></iframe><iframe width="560" height="315" src="https://www.youtube.com/embed/zge9H7I_AgA" frameborder="0" allowfullscreen=""></iframe></p>Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0tag:blogger.com,1999:blog-3367156350740526212.post-81397826067979399892017-09-26T15:22:00.001-07:002017-09-26T15:22:56.124-07:00Barcelona Gipsy Klezmer Orchestra –“Djelem Djelem” e “Lulle Lulle”<h3><img width="672" height="448" alt="Resultado de imagem para Os romana (ciganos) da roménia" src="http://www.revistaplaneta.com.br/wp-content/uploads/sites/3/media/images/original/2015/07/15/img-358697-danca-cigana.jpg"></h3><h3><br></h3><h3><iframe width="560" height="315" src="https://www.youtube.com/embed/LCUv9W0ViRc" frameborder="0" allowfullscreen=""></iframe></h3><h3><font style="font-weight: normal;">Barcelona Gipsy Klezmer Orchestra: </font></h3><h3><font style="font-weight: normal;">“Djelem Djelem”.</font></h3><p><iframe width="560" height="315" src="https://www.youtube.com/embed/8TFvlvbl-30" frameborder="0" allowfullscreen=""></iframe><br></p><h3><font style="font-weight: normal;">Barcelona Gipsy Klezmer Orchestra: </font></h3><h3><font style="font-weight: normal;">“Lulle Lulle”.</font></h3><p>A primeira é uma canção tradicional dos Roma (ciganos) e a segunda é uma canção tradicional albanesa. </p>Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0tag:blogger.com,1999:blog-3367156350740526212.post-75519886062605022302017-09-24T15:45:00.001-07:002017-09-24T17:05:45.360-07:00Exemplos de genocídio<p><iframe width="560" height="315" src="https://www.youtube.com/embed/GO73m1tFlTI" frameborder="0" allowfullscreen=""></iframe></p><p><iframe width="560" height="315" src="https://www.youtube.com/embed/nJoXAhp8hj0" frameborder="0" allowfullscreen=""></iframe></p><p><iframe width="560" height="315" src="https://www.youtube.com/embed/3wf8prFBpIM" frameborder="0" allowfullscreen=""></iframe></p>Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0tag:blogger.com,1999:blog-3367156350740526212.post-18643991280779664842017-09-24T14:46:00.000-07:002017-09-24T14:46:29.668-07:00Consequências da atitude etnocêntrica: exemplos<img height="356" src="https://static2.businessinsider.com/image/52a33b3d6bb3f7635e3aff04/apples-home-page-is-a-tribute-to-nelson-mandela.jpg" width="486" /><br />
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«Tanto o meu pai como outros chefes influentes nutriam imenso respeito pela educação formal, como é frequente entre aqueles que nunca a receberam (...).<br />
À semelhança de todas as crianças xossas, adquiri conhecimentos sobretudo através da observação. Esperava-se que aprendêssemos por via da imitação e da emulação e não das perguntas. Da primeira vez que estive em casa de brancos fiquei espantado com o número de perguntas que as crianças faziam aos pais e com a disponibilidade destes para lhes responder. Na nossa casa, as perguntas eram um incómodo e os adultos transmitiam só as informações que consideravam necessárias (...)</div>
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Um dia George Mbekela foi visitar a minha mãe. – <i>O teu rapaz é esperto </i>– disse ele. – Devia frequentar a escola. A minha mãe não respondeu. Na família nunca ninguém tinha ido à escola e ela não estava preparada para a sugestão de Mbekela. Mas falou no assunto ao meu pai, o qual, apesar da sua falta de educação formal – ou talvez por causa dela –, resolveu de imediato que o filho devia frequentar a escola.</div>
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Esta era um edifício composto por uma única sala, com um telhado à maneira ocidental, que ficava do outro lado da colina, em relação a Qunu. Eu tinha sete anos e no dia anterior ao começo das aulas o meu pai puxou‑me à parte e disse que eu tinha de ir decentemente vestido para a escola. Até então, e à semelhança de todos os garotos de Qunu, sempre tinha usado uma manta enrolada à volta do ombro e apertada na cintura. O meu pai pegou num par de calças suas e cortou ‑as por altura do joelho. Mandou-me que as vestisse e o comprimento estava mais ou menos bom; o pior era a cintura, demasiado larga. O meu pai pegou então num cordel e cingiu-me as calças. A minha figura devia dar vontade de rir, mas nunca tive um fato que me orgulhasse mais de vestir do que aquelas calças cortadas pelo meu pai.</div>
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No primeiro dia de aulas, a professora, a menina Mdingane, atribuiu a cada um de nós um nome cristão e disse que daí em diante seria por esse nome que teríamos de responder sempre que estivéssemos na escola (...). A educação que recebi foi à maneira inglesa e tanto as ideias como a cultura e as instituições britânicas eram naturalmente consideradas superiores. A cultura africana era uma coisa que não existia.»</div>
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<br />
Mandela, <i>Um longo caminho para a liberdade, </i>Planeta, 2012, pp.19-24.</div>
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O texto citado foi tirado do blogue <i>Rerum Natura</i>, ver <a href="http://dererummundi.blogspot.pt/2013/12/o-que-nos-molda-verdadeiramente-o.html" target="_blank">AQUI</a>.</div>
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<embed src="https://www.youtube.com/v/9v1hZE8fbDM?hl=pt_PT&version=3&rel=0" type="application/x-shockwave-flash" width="480" height="360" allowscriptaccess="always" allowfullscreen="true"></embed></object></div>
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O poema pode ser lido, na integra, <a href="https://docs.google.com/document/d/1JhybP7NGRYDtiQgl8BcBPRXRmh4pyALUldJ7gy6pVps/edit?hl=pt_BR&pli=1" target="_blank">AQUI</a>.</div>
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"Navio negreiro" é um poema de Castro Alves (um escritor brasileiro) escrito em 1868. Denuncia o tráfico de escravos africanos, levados para o Brasil pelos portugueses. Muitos destes escravos (menos de metade) não chegavam ao fim da viagem com vida. O poema musicado é cantado por Maria Bethânia e Caetano Veloso.</div>
Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0tag:blogger.com,1999:blog-3367156350740526212.post-37884466881464023642017-09-23T07:55:00.000-07:002017-09-24T15:08:10.836-07:00O cão de Pavlov e o reflexo condicionado<img align="left" height="385" src="https://rodolfo.typepad.com/.a/6a00e554b11a2e883301156ff79676970c-320wi" style="display: inline; margin-left: 0px; margin-right: 0px;" width="408" /><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhC_JU9HMlHl0WF1LM7v-kskwa20uz9dpEhk2izlohca8_1a9j_-Ljj22vaK2d0EMENBaQK6BqFLcZSAPb2XzebQecSRNofuw_xjhuIUa6T3XTLJ-nvN9WE-EosvyInz74Hs9xBbEM7Dbav/s1600-h/image%25255B15%25255D.png"><img alt="image" border="0" height="506" src="https://lh3.googleusercontent.com/-p2OUOZyTygQ/VhUyTBm5NtI/AAAAAAAAGK8/jr9WR_LOlgU/image_thumb%25255B11%25255D.png?imgmax=800" style="border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline;" title="image" width="808" /></a><br />
<a href="http://lh3.googleusercontent.com/-o1FM3OQxZso/VhUy0DRSA_I/AAAAAAAAGLE/v3XNxeQrZXQ/s1600-h/image%25255B14%25255D.png"><img alt="image" border="0" height="772" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiglDc0G6dWf8_X182BihqOcMhapmGtlCYjZeQehE4ezqa-lVvPQmLFHnHQJ_FK3FbQCCwLd0BOsIET3StjgUjQvxAxRLSTzitWoYRHpFbSCSoaCoCaSl8s5zXwXSGBXMkgm4o6sVadEBwj/?imgmax=800" style="border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline;" title="image" width="812" /></a><br />
<iframe allowfullscreen="" frameborder="0" height="480" src="https://www.youtube.com/embed/YhYZJL-Ni7U?rel=0&controls=0&showinfo=0" width="640"></iframe>Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0tag:blogger.com,1999:blog-3367156350740526212.post-374684279242655252017-09-10T16:39:00.000-07:002017-09-10T16:39:17.401-07:00Uma tradição cultural eticamente discutível: conhece outras?<br />
<a href="http://lh3.ggpht.com/-Piv9hHyODcg/UriqZXr9MNI/AAAAAAAAEyw/GukDAsVAlsg/s1600-h/image%25255B4%25255D.png"><img alt="image" border="0" height="439" src="https://lh5.ggpht.com/-qwEOl7wAUEw/UriqaRe_CkI/AAAAAAAAEy4/KSB7OgEyTAI/image_thumb%25255B2%25255D.png?imgmax=800" style="border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline;" title="image" width="626" /></a>Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0tag:blogger.com,1999:blog-3367156350740526212.post-26309274237808510392017-09-10T16:35:00.001-07:002017-09-10T16:35:38.459-07:00O conceito sociológico de cultura<p><iframe width="560" height="315" src="https://www.youtube.com/embed/W9JU-gwB1ig" frameborder="0" allowfullscreen="" style="width: 806px; height: 477px;"></iframe></p>Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0tag:blogger.com,1999:blog-3367156350740526212.post-72816731885262997362017-09-10T16:27:00.000-07:002017-09-27T14:02:04.907-07:00Ficha de trabalho nº 1 de AI<img height="457" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnAkCzP4gMm0z62yTXhmvvrPWyiOva5_9xqvAeFVl5l7i8rRm5FTijc92LaUaApr5khLFP4ZEYbb8b9oIrkXRtE5F5LjFS0ym1Dk6_H1rPxgRpNk786idNBSp0K2eIcjoawP1xP1eH0_Y/s1600/ORGANI~1.JPG" width="457" /><br />
<h6>
<span style="font-size: medium;">Ficha de trabalho nº 1</span></h6>
<span style="font-family: "times" , "times new roman" , serif;">1. Identifica, na fotografia que se encontra no início deste post, exemplos de diferentes elementos da cultura. </span><br />
<span style="font-family: "times" , "times new roman" , serif;"><br /></span>
<span style="font-family: "times" , "times new roman" , serif;">2. Identifique, na sociedade em que vive, um <span style="font-size: 11pt;">comportamento
socialmente penalizado, indicando </span></span><span style="font-family: times, "times new roman", serif; font-size: 14.6667px;">qual é a norma e o valor em causa.</span><span style="font-family: times, "times new roman", serif; font-size: 11pt;"> </span><br />
<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: 11pt;"><br /></span></span>
<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: 11pt;">3. </span><span style="text-align: justify; text-indent: -19.5pt;">Indique
se as afirmações seguintes são <u>verdadeiras
(V)</u> ou <u>falsas (F)</u>. </span></span><br />
<span style="font-family: "times" , "times new roman" , serif;"><span style="text-align: justify; text-indent: -19.5pt;">Corrija as falsas.</span></span><br />
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -36.0pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; tab-stops: 2.0cm; text-align: justify; text-indent: -.55pt;">
<!--[if !supportLists]--><span style="font-family: "times" , "times new roman" , serif;">A.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span>As normas e os valores aceites na
sociedade não mudaram ao longo do tempo. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; tab-stops: 2.0cm; text-align: justify; text-indent: -.55pt;">
<!--[if !supportLists]--><span style="font-family: "times" , "times new roman" , serif;">B.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span>A socialização é um processo que vai
desde o nascimento até à idade adulta. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; tab-stops: 2.0cm; text-align: justify; text-indent: -.55pt;">
<!--[if !supportLists]--><span style="font-family: "times" , "times new roman" , serif;">C.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span>Na infância o principal agente de
socialização é a família. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; tab-stops: 2.0cm; text-align: justify; text-indent: -.55pt;">
<!--[if !supportLists]--><span style="font-family: "times" , "times new roman" , serif;">D.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span>As redes sociais são agentes de
socialização.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; tab-stops: 2.0cm; text-align: justify; text-indent: -.55pt;">
<!--[if !supportLists]--><span style="font-family: "times" , "times new roman" , serif;">E.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span>A fidelidade no casamento é um valor
dominante em países como a África do Sul, onde existe a poligamia. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; tab-stops: 2.0cm; text-align: justify; text-indent: -.55pt;">
<!--[if !supportLists]--><span style="font-family: "times" , "times new roman" , serif;">F.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span>Numa sociedade em que se valorize a
aprendizagem (e o conhecimento) encoraja-se os alunos a gastar grande parte da
sua energia e tempo no estudo.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; tab-stops: 2.0cm; text-align: justify; text-indent: -.55pt;">
<!--[if !supportLists]--><span style="font-family: "times" , "times new roman" , serif;">G.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span>As normas e os valores não influenciam o
modo como os membros de uma sociedade se comportam. </span><span style="font-family: "arial" , sans-serif;"><o:p></o:p></span></div>
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<span style="font-family: "times" , "times new roman" , serif;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: right; text-indent: -0.55pt;">
<span style="font-family: "times" , "times new roman" , serif;">A professora: Sara Raposo</span></div>
Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0tag:blogger.com,1999:blog-3367156350740526212.post-18231197898313801492017-09-10T16:00:00.001-07:002017-09-10T16:13:44.784-07:00Área de integração M1 – Temas, estratégias e elementos de avaliação<a href="https://lh3.googleusercontent.com/-qixVrZv99S4/WbXEDfKDnZI/AAAAAAAAGp4/C7wssZrG3hUE_eE15WVNhL6QgBrzyb6JACHMYCw/s1600-h/image%255B6%255D"><img alt="image" border="0" height="267" src="https://lh3.googleusercontent.com/-NQ6gZlYuJCQ/WbXEELEiaQI/AAAAAAAAGp8/Dp9DEWLw-LwirF8IqNF1Ko-5lWsFgV-PgCHMYCw/image_thumb%255B4%255D?imgmax=800" style="background-image: none; display: inline;" title="image" width="400" /></a><br />
<b>Módulo 1 (40 horas)</b><br />
<b>1. Conteúdos:</b><br />
Tema 1- Pessoa e cultura <br />
Tema 2 - A Identidade regional<br />
Tema 3 - Cultura global ou globalização de culturas<br />
<b>2. Estratégias/Metodologias:</b><br />
-Análise e discussão de exemplos concretos e situações práticas<br />
-Interpretação de textos, imagens, vídeos, notícias e acontecimentos<br />
-Exposição dialogada<br />
-Elaboração de resumos, esquemas e sínteses concetuais<br />
-Realização de trabalhos de pesquisa individuais e/ou em grupo<br />
-Resolução de fichas de trabalho <br />
-Debates<br />
-Visionamento de pequenos vídeos, filmes e documentários<br />
-Trabalhos de pesquisa<br />
-Participação em atividades fora da sala de aula<br />
<b>3. Avaliação:</b><br />
Participação e intervenção oral na aula<br />
-Fichas de trabalho<br />
-Fichas de avaliação formativa<br />
-Teste <br />
-Elaboração e apresentação oral dos trabalhos individuais e/ou grupo<br />
-Comportamento/atitudes<br />
<br />
<b>Nota: </b>Os critérios de avaliação encontram-se no portal da escola e serão projetados na aula.<br />
<b>Um bom ano letivo a todos!</b>Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0tag:blogger.com,1999:blog-3367156350740526212.post-15226551470769015182017-09-10T15:48:00.001-07:002017-09-10T16:10:36.523-07:00Psicologia M1 – Temas, objetivos, estratégias e elementos de avaliação<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDkIlvR3a1IC73h7LAOfGn0LtISSNqMbCCEuqlEoBjltb-4Jyl77qUg_AVbCRaZWDIvhJx3cFjWIKYO9usMC4OYyT423D3oBx-x2cIoP-dutLsjcRnnL277V1qFAD_K7erxNJFLTw7kfeq/s1600-h/image%255B10%255D"><img alt="image" border="0" height="400" src="https://lh3.googleusercontent.com/-QXVDVM8C0tQ/WbXBGthWXRI/AAAAAAAAGpg/iADRWSCtXnAYMF4oTjNtI3IM-nk2YpxggCHMYCw/image_thumb%255B6%255D?imgmax=800" style="background-image: none; display: inline;" title="image" width="347" /></a><br />
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<b>Módulo 1</b> - Descobrindo a Psicologia<br />
<b>1. Objetivos:</b><br />
-Definir a Psicologia como área científica que estuda o comportamento humano e os processos mentais na complexidade e diversidade de contextos em que estes se manifestam.<br />
-Compreender a especificidade da Psicologia face a outras disciplinas científicas próximas e em relação a crenças do senso comum.<br />
-Conhecer a evolução da Psicologia como ciência, em termos de objeto e métodos de estudo, bem como os principais contributos para o seu desenvolvimento.<br />
-Identificar as principais áreas de investigação e intervenção psicológica na atualidade.<br />
-Reconhecer a aplicabilidade de alguns dos conceitos estudados no quotidiano, na análise de si próprio e dos outros.<br />
<b>2. Estratégias/Metodologias:</b><br />
-Análise e discussão de exemplos concretos e situações práticas<br />
-Interpretação de textos, imagens, vídeos, notícias e acontecimentos<br />
-Exposição dialogada<br />
-Elaboração de resumos, esquemas e sínteses concetuais<br />
-Realização de trabalhos de pesquisa individuais e/ou em grupo<br />
-Resolução de fichas de trabalho <br />
-Debates<br />
-Visionamento de pequenos vídeos, filmes e documentários<br />
-Trabalhos de pesquisa<br />
-Participação em atividades fora da sala de aula<br />
<b>3. Avaliação:</b><br />
-Participação oral na aula<br />
-Fichas de trabalho<br />
-Fichas de avaliação formativa<br />
-Teste <br />
-Elaboração e apresentação oral dos trabalhos individuais e/ou grupo<br />
-Comportamento/atitudes<br />
<b>Nota: </b>Os critérios de avaliação encontram-se no portal da escola e serão projetados na aula.<br />
<b>Um bom ano letivo a todos!</b>Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0tag:blogger.com,1999:blog-3367156350740526212.post-44958289359911527692017-09-04T10:09:00.001-07:002017-09-10T16:04:34.002-07:00Relações interpessoais: bullying e resolução de conflitos<img alt="Resultado de imagem para o filme for the birds e bullying" height="341" src="https://cdns3.eltiempo.es/eltiempo/blog/noticias/2016/11/Pixar-For-the-birds.jpg" width="770" /><br />
1. O que farias se ouvisses alguns colegas teus lançarem boatos e mentiras acerca de outro colega? <br />
2. Conheces situações reais em que isso tenha acontecido?<br />
3. Se visses um colega teu humilhar ou gozar outro colega, o que farias?<br />
4. Qual é, na tua opinião, a melhor estratégia para resolver este tipo de conflitos?<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/pWIVoW9jAOs" width="560"></iframe><br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/QsCUCtlOdW4" width="560"></iframe>Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0tag:blogger.com,1999:blog-3367156350740526212.post-36768928275377634962017-09-04T09:08:00.000-07:002017-09-10T16:04:21.904-07:00Divertida-mente (Inside Out)<iframe allowfullscreen="" frameborder="0" height="480" src="https://www.youtube.com/embed/BQ3jdX03wLQ?rel=0&controls=0&showinfo=0" width="853"></iframe><br />
<iframe allowfullscreen="" frameborder="0" height="480" src="https://www.youtube.com/embed/zJJHpWjf0CQ?rel=0&controls=0&showinfo=0" width="853"></iframe><br />
<iframe allowfullscreen="" frameborder="0" height="480" src="https://www.youtube.com/embed/nbnW0vou57M?rel=0&controls=0&showinfo=0" width="853"></iframe>Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0tag:blogger.com,1999:blog-3367156350740526212.post-623363048123806032017-09-04T09:02:00.000-07:002017-09-04T09:02:08.398-07:00Exemplos de temas/problemas estudados no âmbito da Psicologia<b>Vídeo 1</b><br />
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<b>Vídeo 2</b><br />
<iframe allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/GyFQj64amhY?rel=0&controls=0&showinfo=0" width="640"></iframe><br />
<b>Vídeo 3</b><br />
<iframe allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/rd1mCZVNnxE?rel=0&controls=0&showinfo=0" width="640"></iframe><br />
<b>Vídeo 4</b><br />
<iframe allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/OkUGmvQ_Snc?rel=0&controls=0&showinfo=0" width="640"></iframe><br />
<b>Vídeo 5</b><br />
<iframe allowfullscreen="" frameborder="0" height="480" src="https://www.youtube.com/embed/SSLW2Ar_jJY?rel=0&controls=0&showinfo=0" width="640"></iframe>Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0tag:blogger.com,1999:blog-3367156350740526212.post-49759854667760024402017-09-04T08:59:00.000-07:002017-09-10T16:03:34.358-07:00O objeto de estudo da Psicologia e o papel do psicólogo<iframe allowfullscreen="" frameborder="0" height="480" src="https://www.youtube.com/embed/Sx4mRn0oTS8?rel=0&controls=0&showinfo=0" width="640"></iframe><br />
<iframe allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/Cfu-Q-8A9zo?rel=0&controls=0&showinfo=0" width="640"></iframe>Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0tag:blogger.com,1999:blog-3367156350740526212.post-87766952751762761622016-09-14T02:52:00.000-07:002017-09-10T16:48:37.937-07:00A cultura e a organização da sociedade indiana é muito diferente da nossa?<img alt="[Structure_of_the_Indian_society%255B7%255D.gif]" border="0" height="368" src="https://lh3.googleusercontent.com/-un8Fx1vzvzs/UyuE7C5ahRI/AAAAAAAAMg4/FkwnFK1oKBI/s1600/Structure_of_the_Indian_society%25255B7%25255D.gif" width="547" /><br />
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<img alt="[Intoc%25C3%25A1veis%255B6%255D.jpg]" border="0" src="https://lh3.googleusercontent.com/-WheSNwjgyJE/Uo1A8qyDy6I/AAAAAAAAL0c/n-fjUTMPtmY/s1600/Intoc%2525C3%2525A1veis%25255B6%25255D.jpg" /><br />
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<iframe allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/8BhojKJSrD8?rel=0&controls=0&showinfo=0" width="480"></iframe>Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0tag:blogger.com,1999:blog-3367156350740526212.post-17950982480002853182015-09-26T09:25:00.000-07:002017-09-24T14:50:21.817-07:00Genocídio no Ruanda<object height="480" width="640"><param name="movie" value="//www.youtube.com/v/UIWeRS7j8ZU?version=3&hl=pt_PT&rel=0"></param>
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<div align="justify">
Em 1994 um conflito político em Ruanda levou à morte de quase um milhão de pessoas em apenas cem dias. Sem apoio dos demais países, os ruandenses tiveram que buscar saídas em seu próprio quotidiano para sobreviver. Uma delas foi oferecida por Paul Rusesabagina (Don Cheadle), que era gerente do hotel Milles Collines, localizado na capital do país. Contando apenas com sua coragem, Paul abrigou no hotel mais de 1200 pessoas durante o conflito.</div>
Sara Raposohttp://www.blogger.com/profile/10011687367377462354noreply@blogger.com0