IDEIAS: [br][br]https://questoes.grancursosonline.com.br/questoes-de-concursos/matematica-teorema-de-pitagoras-e-suas-aplicacoes-408879[br]http://www.colegionomelini.com.br/midia/arquivos/2014/10/c67c8dceecfe0ad4c2b4b2d330d21741.pdf[br]https://blogdoenem.com.br/exercicios-triangulo-retangulo/[br]https://cdnportaldaobmep.impa.br/portaldaobmep/uploads/material/1aovwmw09pb9j.pdf
[b]Questão 1. (FURB - 2025)[/b][br][br]Em um triângulo retângulo[math]ABC[/math], o ângulo reto está em [math]C[/math]. O cateto [math]\begin{matrix}\underscore\\AC\end{matrix}[/math] mede [math]5[/math] [math]cm[/math] e o cateto [math]\begin{matrix}\underscore\\BC\end{matrix}[/math] mede [math]12[/math] [math]cm[/math]. Pode-se afirmar que o perímetro desse triângulo é, em [math]cm[/math], de:
[b]Questão 2. [br][br][/b]Na figura abaixo, consideremos os quadrados de lados x, 6 e 9. Determine o perímetro do quadrado[br]de lado x.[br][br][br][img]data:image/png;base64,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[/img][center][/center]
[b]Questão 3. (Portal da Obmep) [/b][br][br]Determine o valor de x na figura.[br][img]data:image/png;base64,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[/img]
[b]Questão 4. [br][br][/b]Determine o valor de x nos casos abaixo.[br][br]a. triângulo equilátero[br][br][img]data:image/png;base64,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[/img][br]
b. triângulo equilátero[br][br][img]data:image/png;base64,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[/img]
[b]Questão 5. [/b][br][br]Calcule a altura de um triângulo isósceles, sabendo que os lados congruentes medem 25 cm cada um e que a base do triângulo tem 14 cm.[br][b]Dica: [/b]A altura de um triângulo isósceles cai bem no ponto médio da base. [br][br][img]data:image/png;base64,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[/img][br]
[b]Questão 6.[br][/b][br]Nas figuras abaixo, determine os elementos indicados.[br][br]a. [img]data:image/png;base64,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[/img]
b. [img]data:image/png;base64,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[/img]
[b]Questão 7.[br][br][/b]Um trapézio retângulo de 15 cm de altura tem as bases medindo 10 cm e 18 cm. Determine a medida do lado oblíquo às bases.[br][br][img]data:image/png;base64,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[/img]
[b]Questão 8. [br][br][/b]O perímetro do triângulo retângulo a seguir, com a medida dos seus lados dada em centímetros, é de:[br][br][img]data:image/png;base64,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[/img][b][br][/b]
[b]Questão 9. [br][br][/b]Um triângulo retângulo possui área igual a 24 cm². Sabendo que a sua base mede 6 cm, a medida da hipotenusa é:
[b]Questão 10. [/b][br][br]Na figura abaixo, o valor de x e y, respectivamente, é[br][br][img]data:image/png;base64,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[/img]