AVALIAÇÃO III

Observe o triângulo GHI.
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[/img]
Questão 1:
A figura GHI é um Triângulo Retângulo?
Questão 2:
Se possível,qual as medidas dos catetos?
Questão 3:
Se possível, qual a medida da hipotenusa?
Questão 4:
Explique como você verificou que a figura GHI pode ser ou não pode ser é um Triângulo Retângulo.
Questão 5:
Explique como você determinou se foi possível verificar as medidas dos catetos.
Questão 6:
Explique como você determinou se foi possível verificar a medida da hipotenusa.[br][br]
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Information: AVALIAÇÃO III