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)
Luis Otoni Meireles Ribeiro, Lisandra Xavier Guterres e Denise Nascimento Silveira
45
Salvador, v. 5, n. 2, p. 40-57, mai./ago. 2020
Desde os primórdios da antiguidade a geometria está extremamente vinculada às atividades
cotidianas da população. Sendo assim, torna-se impossível dissociá-la da realidade, pois esses con-
ceitos abstratos, na verdade, fazem parte de tudo ao nosso redor, contudo, as práticas educacionais
no ensino de matemática que se utilizam apenas de conceitos abstratos, como uso de cálculos e
formas, acabam dicultando o entendimento, dos estudantes fazendo com que os alunos tenham
diculdades no aprendizado.
De acordo com o Ministério da Educação (MEC) (BRASIL, 1998, p.19), “o ensino de Ma-
temática ainda é marcado pelos altos índices de retenção, pela formalização precoce de conceitos,
pela excessiva preocupação com o treino de habilidades e mecanização de processos sem compre-
ensão.”. Esse aspecto da abordagem adotada no ensino, pode ser uma das razões do distanciamento
na relação entre matemática e realidade.
Por isso, se faz necessário o uso de discussões no âmbito da Educação Matemática que
adequem o sistema escolar de ensino a uma realidade na qual os conceitos desta disciplina devam
estar vinculados a diversos campos da atividade humana. E, nessa perspectiva, o campo da Edu-
cação Matemática vem se desenvolvendo como uma forte área do conhecimento que busca essas
aproximações, principalmente com o uso das tecnologias.
Desta forma, é perceptível que a realidade aumentada é uma estratégia que pode propiciar aos
alunos o estabelecimento de relações, através de meios digitais pela aproximação da matemática
com elementos do cotidiano, explorando todos os seus aspectos práticos, pois a RA permite que
o usuário manipule objetos virtuais tridimensionais e os introduzam em ambientes reais, gerando
experiências signicativas aos alunos.
Outro aspecto para se considerar é que existem algumas diculdades no ensino de geome-
tria que podem decorrer de fatores associados às fases do desenvolvimento da criança. Piaget e
Inhelder (1981, p. 167) realizaram um estudo no qual são analisados os mecanismos da construção
do espaço na criança. Conforme os autores as primeiras relações que a criança desenvolve estão
relacionadas as de ordem topológica, em que são denidas as noções de vizinhança, separação,
ordem, envolvimento, continuidade e grandezas. Contudo, ao contrário do espaço topológico,
o espaço projetivo e o espaço euclidiano consistem em situar os objetos com relação a outros,