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)
Formação, Tecnologia e Inclusão: o professor que ensina Matemática no “novo normal”
98
Salvador, v.5, n.2 p.97-118, mai/ago. 2020
FORMAÇÃO, TECNOLOGIA E INCLUSÃO: O PROFESSOR QUE ENSINA
MATEMÁTICA NO “NOVO NORMAL”
Este artigo tem por objetivo reetir sobre os impactos e desaos impostos no momento atual de pandemia
para a formação dos professores que ensinam Matemática no que se refere à efetivação de uma prática
inclusiva com o uso das tecnologias digitais. Para isso, realizamos uma discussão teórica sobre as
temáticas que emergem da problematização deste objetivo, a saber: formação de professores que ensinam
Matemática, tecnologias digitais e educação inclusiva. Ao discorrermos teoricamente sobre cada uma
dessas três temáticas, levantamos alguns desaos, que emergem do contexto pandêmico e apresentamos
as interseções dessas três áreas de pesquisa, que nos possibilita compreender a educação, enquanto uma
área de atuação, composta por um conjunto de subáreas que possuem relações e desaos semelhantes
e que, por conseguinte, podem ser pensadas articuladamente. Com tais fundamentos, constatamos que
perante o “novo normal”, faz-se necessário repensar o ensino de Matemática desenvolvido nas instituições
de ensino, com o intuito de incorporar novas tecnologias digitais e de considerarmos um ensino para
todos, subsidiado pela concepção de acessibilidade enquanto um aspecto transversal que pode contribuir
não apenas para o estudante ou professor que tem alguma Necessidade Educacional Especíca, mas com
todos os agentes envolvidos nos processos de ensino e aprendizagem. Ademais, para que todos esses
aspectos possam se efetivar faz-se necessário, antes de tudo, uma formação docente pautada em uma
práxis reexiva, que possibilite aos professores analisarem continuamente a sua prática docente a luz
de fundamentos teóricos. Além disso, torna-se necessária, a disponibilização de materiais adequados
e acessíveis tanto para os professores quanto para os estudantes, para que os processos de ensino e
aprendizagem sejam efetivos e contribuam para a formação humana e cidadã de todos os brasileiros.
Palavras-chave: Formação inicial. Formação continuada. Tecnologias digitais. Necessidades Educacionais
Especícas. Acessibilidade.
FORMACIÓN, TECNOLOGÍA E INCLUSIÓN: EL PROFESOR QUE ENSEÑA
MATEMÁTICAS EN LA ERA DEL “NUEVO NORMAL”
Este artículo posee como objetivo reexionar sobre los impactos y desafíos impuestos en el momento
pandémico actual, para la capacitación de profesores que enseñan matemáticas con respecto a la
implementación de una práctica inclusiva con el uso de tecnologías digitales. Para esto, llevamos a cabo
una discusión teórica sobre los temas que surgen a partir de la problematización de este objetivo, o sea:
la formación de docentes que enseñan matemáticas, tecnologías digitales y educación inclusiva. Cuando
discutimos teóricamente cada uno de estos tres temas, proponemos algunos desafíos, que surgen del
contexto pandémico y presentan las intersecciones de estas tres áreas de investigación, eso nos permite
entender a la educación como un campo de áreas de actividad que tiene relaciones y desafíos similares
y que, por lo tanto, puede pensarse de manera articulada. Con tales fundamentos, encontramos que en
vista de la “nueva normalidad”, es necesario repensar a la enseñanza de las Matemáticas desarrollada
en las instituciones educativas, para incorporar nuevas tecnologías digitales y considerar una enseñanza
para todos, subsidiado por el concepto de accesibilidad como un aspecto transversal que puede contribuir