Soma das amplitudes dos ângulos internos 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 internos e 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 internos 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 internos 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 ________________ 180º."
REPARA QUE:
[img]data:image/png;base64,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[/img]
[b][size=150][size=200]Agora, responde às seguintes questões:[/size][/size][/b]
1.
Na figura tem-se: [br][img]data:image/png;base64,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[/img][br][list][*]os pontos A , B e C pertencem à mesma reta; [/*][/list] [img]data:image/png;base64,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[/img][br][justify]Pode afirmar-se que: [/justify]
2.
Descobre a amplitude do terceiro ângulo interno dos triângulos A, B e C dados na figura. [br]Denomina-os de a, b e c.[br] Mostra como pensaste.[br][img]data:image/png;base64,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[/img]
3.
O triângulo NAT ] é isósceles. O triângulo [NAT] é isósceles. [br][br][img]data:image/png;base64,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[/img][br][br]Qual é a amplitude do ângulo desconhecido? 
Close

Information: Soma das amplitudes dos ângulos internos de um triângulo