Pares de ângulos

Conceito (。_。)
Dois [b]ângulos[/b] que possuem um mesmo lado e um vértice em comum entre eles, são chamados de [b]ângulos adjacentes[/b]. Uma característica entre os [b]ângulos adjacentes[/b] é que não existem pontos em comum entre eles.
Pares de ângulos adjacentes
Para refletir e analisar (ˉ▽ ̄~)
O ângulo AÔB e o ângulo AÔC, possuem um lado em comum?
O ângulo AÔB e o ângulo AÔC, são ângulos adjacentes?
O ângulo AÔC e o ângulo BÔC, possuem um lado em comum e são adjacentes?

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]

Ângulos complementares e ângulos suplementares.

[size=100][size=150]Nesta apliqueta, o[b] [color=#38761d]ângulo verde[/color] [/b]é o ângulo soma do[color=#ff0000][b] ângulo vermelho[/b][/color] com o [color=#0000ff][b]ângulo azul.[/b][/color][/size][/size][br][size=150]Os ângulos [color=#ff0000][b]vermelho[/b][/color] e [color=#0000ff][b]azul [/b][/color]têm em comum um lado que os separa.[br]Dizem-se [b]ÂNGULOS ADJACENTES.[/b][/size]
[size=150]Segue os seguintes passos:[br]1. Movimenta o [b][color=#274e13]seletor verde[/color][/b] de modo a que o [b][color=#274e13]"ângulo soma"[/color][/b] passe a ser um ângulo reto. [br]2. Observa o que acontece alterando a amplitude do [color=#ff0000][b]ângulo vermelho.[/b][/color][br]3. Movimenta o [color=#274e13][b]seletor verde[/b][/color] de modo a que o [b][color=#274e13]"ângulo soma"[/color][/b] passe a ser um ângulo raso. [br]4. Observa o que acontece alterando também a amplitude do [b][color=#ff0000]ângulo vermelho.[/color][/b][/size]
[size=150]De acordo com as observações que fizeste e as conclusões a que chegaste, assinala as afirmações seguintes que consideras corretas.[/size]
CONCLUINDO:
[img]https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKDEy2oztcjjIWeN4KkGwUbXhkTup_pGudnUwhGkl3MkLjzFFIyczWONH-Sy-NC_z6cbKfAIEi5hgHHgvMgfjlPQcF1rw0Hxfe0SOI9zTJvuezRVVsMYvMjLqcWLS7irh2IKm7eyJFNi0w/s1600/an1.png[/img]
Questão 1
[size=150][justify][/justify]Se AOC é um ângulo reto e AÔ B = 79º, qual é a amplitude do ângulo BÔC?[/size][br][img]data:image/png;base64,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[/img][right][/right]
Questão 2
 [size=150]Sabe-se se que dois ângulos são suplementares e um tem de amplitude 95°. [br]Qual é a amplitude do outro ângulo? [/size]
Questão 3
Dos pares de ângulos seguintes identifica os que não são nem complementares nem suplementares. [br][img]data:image/png;base64,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[/img]
Questão 4
Observa o ângulo construído na figura. [size=150]Observa o ângulo construído na figura. [br][/size][img]data:image/png;base64,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[/img]
4.1.
[size=150]Qual é a sua amplitude?[/size]
4.2.
[size=150]Calcula a amplitude do seu complementar. [br]Apresenta todos os cálculos que efetuares.[/size]
Questão 5
[size=150]Quaisquer dois ângulos complementares medem, juntos, … [/size]
Questão 6
[size=150]Dois ângulos que juntos formam um ângulo raso designam-se por… [/size]
Questão 7
Um ângulo ABC é complementar do ângulo cuja amplitude é 83°. [br]A amplitude do ângulo suplementar ao ângulo ABC é:

Ângulos Complementares

Information