Classificação de ângulos

[size=150]Na figura seguinte, construída com as peças do Tangram, as letras maiúsculas representam [br]pontos e as letras minúsculas representam ângulos. [/size]
Questão 1
Quando forem 6 h 40 min , qual é a amplitude do ângulo que descreveu o ponteiro dos minutos? Quando forem 6 h 40 min , qual é a amplitude do ângulo que descreveu o ponteiro dos minutos? [br][img]data:image/png;base64,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[/img]
Questão 2
[size=150][size=100]Observa o pentágono ABCDE , desenhado em quadriculado. Qual das afirmações é verdadeira?[br][img]data:image/png;base64,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[/img][/size][/size]
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Information: Classificação de ângulos