Soma das amplitudes dos ângulos externos de um triângulo

Como sabes os triângulos são polígonos com características especiais.[br]Com esta tarefa vais realizar mais algumas aprendizagens sobre os triângulos. Nela poderás conjeturar e verificar as relações que se estabelecem entre as amplitudes dos ângulos externos de um triângulo.[br]Explora seguindo passo a passo as atividades na ordem dada.[br]Vamos ao trabalho!!!
[b][size=150][size=200]Soma das amplitudes dos ângulos externos de um triângulo.[/size][/size][/b]
Explora a apliqueta dada, movendo os pontos A, B ou C.[br]Na figura ao lado do triângulo estão desenhados os ângulos do triângulo. Movimenta os pontos (verde, vermelho e azul) de modo que os ângulos sejam adjacentes.
a) Ao variar o valor das amplitudes dos ângulos externos o que aconteceu à soma dessas amplitudes?
b) Seleciona a opção que completa corretamente uma das propriedades dos triângulos:[br][br] "A soma das amplitudes dos ângulos internos de um triângulo é sempre ________________ 360º."
REPARA QUE:
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[/img]
[b][size=150][size=200]Agora, responde às seguintes questões:[/size][/size][/b]
1.
Qual a medida do ângulo externo ausente no seguinte triângulo escaleno?[br][img]data:image/png;base64,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[/img]
2.
Descobre a amplitude dos ângulos externos a, b e c, do triângulo escaleno dado na figura. [br]Mostra como pensaste.[br][br][img]data:image/png;base64,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[/img]
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Information: Soma das amplitudes dos ângulos externos de um triângulo