‘IA significa que as habilidades de resolução de problemas matemáticos são mais importantes do que nunca’
Cambridge reforça a aprendizagem em sala de aula com a nova iniciativa 'Escolas de Solução de Problemas'
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)
Crédito: Cambridge
Os matemáticos da Universidade de Cambridge estão a apoiar as escolas do Reino Unido para ajudar a dar prioridade à resolução de problemas em matemática – uma competência fundamental que provavelmente se tornará cada vez mais crítica com o aumento da automação e da inteligência artificial.
A nova iniciativa Escolas de Resolução de Problemas , desenvolvida pela Faculdade de Matemática da Universidade, visa criar “um movimento de escolas de resolução de problemas”, fornecendo recursos de aprendizagem gratuitos e formação de professores para recentrar a atenção nesta competência. Juntamente com a fluência e o raciocínio, a resolução de problemas tem sido central no Currículo Nacional de Matemática desde que foi introduzido em 2014, mas muitas vezes não recebe a mesma atenção na sala de aula.
No verão, o Ofsted publicou novas orientações incentivando as escolas a concentrarem-se de forma mais consistente no ensino da resolução de problemas e enfatizou a importância do ensino de competências que “equipam [os alunos] para a próxima fase da educação, do trabalho e da vida”.
Dr Ems Lord, Diretor do NRICH , que fornece milhares de recursos matemáticos on-line gratuitos para idades de três a 18 anos, e está lançando Escolas de Resolução de Problemas, disse: “É justo dizer que muitas escolas se sentem cada vez mais confiantes em apoiar habilidades de fluência e raciocínio, e há muito apoio por aí. O que está faltando é o aspecto da resolução de problemas, e isso tem sido repetidamente abordado pelo Ofsted. Não está a ser priorizada, muitas vezes devido à falta de formação dos professores e à falta de acesso a recursos suficientes e de alta qualidade para apoiá-la.
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)
Dr. Ems Lord da Faculdade de Matemática da Universidade. Crédito: Nathan Pitt
“Algumas escolas não estão cobrindo isso tão bem quanto outras, o que significa que estamos neste cenário muito irregular e, ao mesmo tempo, temos a IA chegando, com todos pensando em como isso afetará funções e carreiras futuras. E parece cada vez mais provável que os alunos que são bons solucionadores de problemas e têm boas habilidades de trabalho em equipe sejam os que irão prosperar.”
Embora a IA esteja se desenvolvendo rapidamente, o Dr. Lord diz que atualmente a resolução de problemas não é um dos seus pontos fortes. E os analistas empresariais acreditam que, no futuro, os empregos que os computadores não conseguem desempenhar – que exigem competências exclusivamente humanas, como o pensamento crítico – tornar-se-ão mais significativos e aqueles com essas competências serão ainda mais procurados.
“Posso colocar nossos problemas em um sistema de IA, alguns podem ser resolvidos, outros podem dar respostas ridículas. Mas como alguém saberia qual é qual, a menos que saiba como resolver o problema sozinho – ou mesmo que pergunta fazer para obter a resposta que procura?
“Resolver problemas não é memorizar fatos, mas ser confrontado com algo pela primeira vez e pensar: 'Certo, como posso usar minhas habilidades para abordar isso?' E estas são competências transferíveis, para todos os aspectos da vida, que ajudarão as crianças no futuro, não apenas no trabalho, mas também socialmente. Queremos que os nossos jovens tenham a curiosidade e a confiança para questionar as coisas, por isso, se se depararem com alguns dados ou um gráfico nos meios de comunicação, ou em qualquer outro lugar, tenham a experiência e as competências para saber como é um bom gráfico, e possam analisem por si mesmos.
“É uma área tão importante que temos que acertar e no momento não estamos fazendo isso. O objetivo de aprender matemática é ser capaz de resolver problemas.”
Dr Lord diz que a iniciativa Escolas de Resolução de Problemas visa ajudar a incorporar a habilidade nas salas de aula, fornecendo recursos temáticos e treinamento por webinar sobre como usá-los da melhor forma - para apoiar os professores que podem estar com falta de confiança ou não têm certeza de como reorientar como eles próprios ensinar o Currículo.
A série de webinars também incluirá dicas sobre como envolver os pais na matemática, para que possam ajudar a apoiar os filhos na matéria. Num estudo recente, descobriu-se que o projeto Solving Together do NRICH , que oferece atividades de lição de casa adequadas para a família, aumenta significativamente o envolvimento dos pais no assunto.
'Resolver problemas não é memorizar fatos, é ser confrontado com algo pela primeira vez e pensar: 'Certo, como posso usar minhas habilidades para abordar isso?'
- Dr. Ems Lord, Diretor do NRICH
Além disso, também está sendo introduzida uma Carta para as escolas se inscreverem. Coloca a resolução de problemas no centro da aprendizagem da matemática, desde o compromisso da equipa de liderança da escola, aos valores na sala de aula – onde o bom comportamento de resolução de problemas é incentivado e onde é aceitável cometer erros – até à forma como as atividades podem ser alargadas. para a comunidade local.
A equipa do NRICH desenvolveu o programa em consulta com as escolas e procurou ativamente a opinião dos colegas do Departamento de Educação e do Centro Nacional de Excelência no Ensino da Matemática – o órgão governamental de matemática criado para melhorar o ensino da matemática em Inglaterra. .
“Muitos dos recursos dados aos professores até agora centraram-se na fluência e, se um professor não tiver formação matemática, tende a voltar ao ponto onde se sente seguro, à forma como foi ensinado”, diz o Dr. Lord. “Precisamos quebrar o padrão nisso, precisamos ter certeza de que há bons recursos disponíveis para aprendizagem de resolução de problemas e treinamento gratuito, então não é um caso de 'deveríamos estar fazendo isso', mas, 'por que não estaríamos fazendo isso?
“Criamos um pacote completo e abrangente. Procuramos que as escolas de todo o país assinem a Carta, criem um movimento de escolas que resolvem problemas e mudem a agenda.”
O Professor Bhaskar Vira, Pró-Vice-Reitor de Educação da Universidade de Cambridge, disse: “As Escolas de Resolução de Problemas são uma iniciativa interessante que se baseia no trabalho da Universidade para apoiar escolas em todo o país através de divulgação e aprendizagem. Os recursos de alta qualidade do NRICH ajudarão os professores de matemática a incorporar a resolução de problemas na sala de aula, como parte da missão de Cambridge de contribuir para a sociedade através da educação, aprendizagem e investigação, e equipar os alunos com esta competência fundamental para o futuro.”
Como parte do lançamento das Escolas de Resolução de Problemas, o NRICH está a desenvolver os seus recursos, que têm apoiado os alunos desde o lançamento do programa de extensão, há 25 anos , e recentemente deram um enorme contributo para o esforço nacional durante os confinamentos da COVID-19. Entre março e setembro de 2020, nrich.maths.org registou um aumento de 95% nas visitas ao Reino Unido em comparação com o ano anterior. Somente no ano letivo de 2020–21, o site atraiu pouco menos de 33 milhões de visualizações de página. Na primavera de 2020, o governo do Reino Unido destacou os recursos do NRICH para as escolas e a equipe contribuiu para os recursos matemáticos Bitesize, muito utilizados pela BBC.
E à medida que a equipa lança a sua mais recente iniciativa, continua a apoiar o trabalho de recuperação pós-pandemia, ajudando a preencher lacunas no conhecimento e concentrando-se na atitude dos alunos em relação à matemática.
“Não se trata apenas de fazer contas, trata-se de gostar e descobrir que vale a pena – compreender as aplicações”, diz o Dr. Lord. “Se nossos materiais tratam apenas do conhecimento da matéria, é muito difícil para o aluno gostar do que está fazendo.
“É como nunca ter visto Messi marcar um gol. Se tudo o que você fez foi ir ao treino de futebol, onde o treinador coloca os marcadores e diz para você driblar por eles por uma hora, e você volta na semana seguinte e faz exatamente a mesma coisa, você se pergunta por que está? estou fazendo isso.
“Mas se você for ao treino de futebol e depois ligar a TV e ver um gol maravilhoso de Messi – é como 'Aah – é disso que se trata!' E às vezes penso que é isso que falta quando falamos de matemática – os momentos de admiração e admiração que podemos ter, e aquela sensação quando resolvemos um problema que é absolutamente fantástico!”