18. Pirâmide (deslocamento)

18. Pirâmide (deslocamento)
Questão 165 – Prova Azul – ENEM 2012
João propôs um desafio a Bruno, seu colega de classe: ele iria descrever um deslocamento pela pirâmide a seguir e Bruno deveria desenhar a projeção desse deslocamento no plano da base da pirâmide.[br][img]data:image/png;base64,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[/img][justify][/justify]O deslocamento descrito por João foi: mova-se pela pirâmide, sempre em linha reta, do ponto A ao ponto E, a seguir do ponto E ao ponto M, e depois de M a C.O desenho que Bruno deve fazer é
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Information: 18. Pirâmide (deslocamento)