Discussaµes políticas focadas no consenso mais conforta¡vel, menos divisivo para os alunos
Publicadas no Peabody Journal of Education , as descobertas do estudo podem ajudar os professores a estruturar discussaµes políticas nas salas de aula de estudos sociais, dependendo das habilidades que desejam que os alunos aprendam.
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)
Domanio paºblico
Um novo estudo descobriu que mais estudantes do ensino manãdio nos EUA se sentiam respeitados em uma discussão polatica concebida como uma deliberação - em que o objetivo era chegar a um consenso - do que em um debate em grupo, e suas opiniaµes também se aproximaram do acordo. Os alunos envolvidos no debate em grupo geralmente ficavam mais polarizados após a atividade.
Publicadas no Peabody Journal of Education , as descobertas do estudo podem ajudar os professores a estruturar discussaµes políticas nas salas de aula de estudos sociais, dependendo das habilidades que desejam que os alunos aprendam. Em salas de aula com grande diversidade polatica, a deliberação pode ajudar a reduzir a divisão.
"Em nosso clima altamente polarizado, queremos que as criana§as se tornem mais enraizadas em seus pontos de vista ou mais abertas para aprender sobre os problemas?" disse a primeira autora do estudo, Paula McAvoy, professora associada de formação de professores da NC State. "O valor da deliberação éque ela pode promover uma abertura para mudar de ideia e ser persuadido. O modelo de debate promove assumir uma posição e lutar por ela. Essas descobertas podem ajudar os professores a decidir quais habilidades eles querem que os alunos aprendam, dependendo de como eles se estruturam discussaµes em sala de aula. "
No estudo, os pesquisadores pesquisaram e observaram 165 alunos do ensino manãdio que participaram de discussaµes políticas no outono de 2019 como parte do programa de educação cavica Close Up Washington. O programa traz cerca de 20.000 alunos do ensino fundamental e manãdio de escolas públicas e privadas de todo opaís a Washington DC para um estudo de uma semana do governo federal.
"Este programa nos ofereceu a chance de estudar uma experiência semelhante a de um laboratório de alunos do ensino manãdio em discussaµes políticas", disse o coautor do estudo Gregory McAvoy, professor de ciência polatica da UNC-Greensboro.
Para discussaµes políticas realizadas por meio do programa, os alunos receberam materiais de apoio sobre as questões e foram incentivados a discutir, com civilidade, questões incluindo reforma da justia§a criminal, mudança climática, regulamentação de armas, saúde e imigração. Nas deliberações, os alunos primeiro leem sobre diferentes propostas de políticas. Em seguida, os alunos discutiram as propostas em pequenos grupos para tentar chegar a um consenso sobre uma polatica que todos endossavam e apresentaram suas descobertas ao grupo maior. Nos debates, os alunos formaram duas equipes opostas e, em seguida, cada aluno preparou argumentos persuasivos para tentar conquistar um painel de seus pares.
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Noventa por cento dos participantes entrevistados relataram que se sentiram respeitados na deliberação que se concentrou no consenso, e 91% relataram que se sentiram bem com seus comenta¡rios. Em comparação, 76% dos alunos que se envolveram no debate se sentiram respeitados durante a atividade e 70% se sentiram bem com seus comenta¡rios.
"Em termos do que fez os alunos se sentirem mais conforta¡veis, achamos que o tom da deliberação levou mais alunos a relatar que se sentiam conforta¡veis ​​porque écolaborativo e não adversa¡rio", disse Paula McAvoy. "O debate foi desafiador porque todos tiveram que se levantar e fazer um comenta¡rio de 30 segundos para o grupo. Muitos alunos ficaram nervosos com isso."
As moa§as eram significativamente mais propensas a relatar ter ouvido algo ofensivo durante qualquer tipo de discussão, relatar que estavam mais hesitantes em falar e menos propensas a dizer que se sentiam bem com os comenta¡rios que fizeram. Eles não encontraram nenhuma diferença estatisticamente significativa por raça ou etnia.
Os alunos que responderam a pesquisa eram 79% brancos, 24% Latinx, 5% negros e 2% asia¡ticos, com alguns alunos selecionando mais de uma categoria. Eles eram 54 por cento mulheres e 44 por cento homens. Dois por cento se recusaram a responder. A amostra foi politicamente diversa, com uma distribuição aproximadamente uniforme de alunos identificados como conservadores, liberais, moderados e inseguros. No entanto, os pesquisadores disseram que os entrevistados tendiam a ser mais brancos, mais conservadores e ricos em comparação com a demografia da Geração Z nos Estados Unidos.
Eles trazram as atitudes dos alunos sobre questões especaficas antes e depois das deliberações e debates. Para os alunos que participaram de deliberações de consenso, eles viram as atitudes sobre as questões atribuadas comea§arem dispersas - seja com uma distribuição mais ampla de pontos de vista ou dois picos divididos. Apa³s a deliberação, os pesquisadores viram uma tendaªncia em grupos de pontos de vista caminhando para um acordo. Eles viram mais polarização - um movimento em direção a duas posições opostas - após os debates.
"Nos debates, a maior parte da conversa que acontece envolve os alunos conversando com outras pessoas que concordam com eles e descobrindo por que a outra equipe estãoerrada", disse Paula McAvoy. "Muitos professores usam o debate como uma atividade de pensamento cratico, mas vocêpode realmente estar fazendo com que os alunos fiquem mais divididos sobre as questões."
As descobertas podem ajudar professores de estudos sociais a estruturar discussaµes em um momento em que a cultura polatica estãoaltamente polarizada. Estudos anteriores mostraram que os alunos estãocada vez mais chegando a s escolas com animosidade partida¡ria e ansiedade relacionada a polatica, fazendo com que os professores hesitem em trazer a polatica para a sala de aula.
"O que estamos descobrindo éque, com estrutura e design apropriados, os alunos podem ter discussaµes centradas no aluno, civilizadas e informadas sobre questões altamente controversas", disse Paula McAvoy. "Mesmo que houvesse muita discorda¢ncia polatica na sala, os alunos puderam falar sobre suas diferenças."
Para ver se suas conclusaµes se mantem, os pesquisadores querem repetir o estudo com um tamanho de amostra maior. Eles também querem descobrir se a deliberação e os debates parecem diferentes com grupos de diferentes crena§as, etnias e outros fatores demogra¡ficos.
O estudo, "O debate e a deliberação podem reduzir as divisaµes partida¡rias? Evidaªncias de um estudo com alunos do ensino manãdio" foi publicado online no Peabody Journal of Education em 14 de julho de 2021.