O conhecimento dos blocos de construção das palavras desempenha um papel importante quando as crianças surdas aprendem a ler, mostra a análise
A compreensão de como as palavras podem ser divididas em unidades menores de significado desempenha um papel fundamental quando crianças surdas e com deficiência auditiva aprendem a ler, mostra a análise.
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)
Domínio Público
A compreensão de como as palavras podem ser divididas em unidades menores de significado desempenha um papel fundamental quando crianças surdas e com deficiência auditiva aprendem a ler, mostra a análise.
Este conhecimento de raízes, prefixos e sufixos – consciência morfológica – ajuda as crianças a aprender novas palavras e a expandir o seu vocabulário . Este é o primeiro estudo meta-analítico a mostrar sua importância para quem tem perda auditiva .
A consciência morfológica pode ser ainda mais importante para eles do que a fonologia – e o uso da fonética. A meta-análise diz que isso sugere oportunidades para alunos surdos e com deficiência auditiva usarem o conhecimento de morfemas e estruturas morfológicas para construir ativamente palavras. A meta-análise levanta a questão de saber se esta deveria ser uma parte essencial da sala de aula.
As crianças surdas e com deficiência auditiva enfrentam frequentemente barreiras à alfabetização, e os investigadores esperam que o seu trabalho ajude a melhorar o seu acesso ao ensino e à aprendizagem.
O estudo, publicado no Journal of Deaf Studies and Deaf Education , foi realizado por Dongbo Zhang e Hannah Anglin-Jaffe, da Universidade de Exeter; Sihui Ke, da Politécnica de Hong Kong; e Junhui Yang, da Universidade de Central Lancashire.
Anglin-Jaffe disse: "O foco no uso da fonética nas escolas poderia ter obscurecido a maneira como a consciência morfológica pode ser benéfica para alunos surdos e com deficiência auditiva quando aprendem a ler. Esperamos que este estudo inicie o processo de desafiar o aceito maneiras de pensar e ensinar e desempenhar um papel na elevação do status da cultura e das comunidades surdas."
Os pesquisadores examinaram estudos disponíveis sobre consciência morfológica, que no total cobriram informações sobre as habilidades relacionadas à leitura de 556 alunos surdos e com deficiência auditiva. Os resultados mostraram altas correlações médias de consciência morfológica com leitura de palavras, conhecimento de vocabulário e compreensão de leitura.
O estudo descobriu que aqueles com perda auditiva severa ou profunda tendem a confiar mais na análise morfográfica do que na análise grafofonêmica para leitura de palavras.
Zhang disse: "Nossa pesquisa sugere que a consciência morfológica pode ser um fator ainda mais importante na leitura de palavras dos alunos com DHH, especialmente considerando seu acesso reduzido à fonologia. Isso, é claro, não significa que as habilidades fonológicas não sejam importantes para os alunos com DHH.
"Esta é uma forte evidência de que a consciência morfológica é importante para o desenvolvimento do vocabulário, desconsiderando a linguagem, o estágio de leitura e as formas de avaliar o MA ou o conhecimento do vocabulário. Isso dá um apoio claro a um foco instrucional onde a resolução de problemas morfológicos deve ser enfatizada para promover os alunos de DHH. engajamento lexical e desenvolvimento de vocabulário."
Mais informações: Dongbo Zhang et al, Consciência Morfológica e Habilidades Relacionadas à Leitura dos Alunos DHH: Uma Meta-Análise de Correlações, Journal of Deaf Studies and Deaf Education (2023). DOI: 10.1093/surdo/enad024