Questão ENEM - Pirâmide

[justify](ENEM) O Museu do Louvre, localizado em Paris, na França, é um dos museus mais visitados do mundo. Uma de suas atrações é a Pirâmide de Vidro, construída no final da década de 1980. A seguir tem-se, na Figura 1, uma foto da Pirâmide de Vidro do Louvre e, na Figura 2, uma pirâmide reta de base quadrada que a ilustra.[br][br][img]data:image/png;base64,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[/img][img]data:image/png;base64,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[/img][br][br]Considere os pontos A, B, C, D como na Figura 2. Suponha que alguns reparos devem ser efetuados na pirâmide. Para isso, uma pessoa fará o seguinte deslocamento:[br][br]1) partir do ponto A e ir até o ponto B, deslocando-se pela aresta AB;[br]2) ir de B até C, deslocando-se pela aresta que contém esses dois pontos;[br]3) ir de C até D, pelo caminho de menor comprimento;[br]4) deslocar-se de D até B pela aresta que contém esses dois pontos. A projeção do trajeto da pessoa no plano da base da pirâmide é mais bem representada por:[br][br]Observação: Analise a construção acima para responder a questão.[/justify]
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Information: Questão ENEM - Pirâmide