Na imagem que podes observar na apliqueta o triângulo [ABC] é um triângulo retângulo, o quadrado [AFDB] é um quadrado de lado igual ao comprimento do cateto [AB], [CKLA] é um quadrado de lado igual ao comprimento do cateto [AC] e [CHIB] é um quadrado de lado igual ao comprimento da hipotenusa [BC].[br][br]Tens total liberdade para movimentar os pontos do triângulo [ABC]. Explora assim a construção no sentido de procurar uma relação entre as áreas dos quadrados construídos. [br]Encontras alguma?
Movimenta, pelo menos 3 vezes, os vértices do triângulo [ABC], copia a tabela seguinte para o teu caderno, completa-a com os valores das áreas que observaste em cada movimentação e responde no espaço abaixo à questão colocada.[br][img]data:image/png;base64,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[/img][br][br][br]
A área do quadrado maior ([CHIB]) é igual à soma das áreas dos dois quadrados menores ([CKLA] e [AFDB])
Observa o exemplo abaixo:[br][img]https://s3.amazonaws.com/us-east-1-biteable-assets/video-images/52/95/61/0/AaBORtbtQsa3RW8Aolpe_hipotenusa.png[/img][img]https://s3.amazonaws.com/us-east-1-biteable-assets/video-images/52/95/61/0/hfaTlDXQ5iRwJqLoUT4J_hipotenusa_res.png[/img][br]A partir do exemplo anterior, determina o valor da hipotenusa no triângulo abaixo:[br][br][img]data:image/png;base64,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[/img]
Observa o exemplo abaixo:[br][img]https://s3.amazonaws.com/us-east-1-biteable-assets/video-images/52/95/61/0/3RlMgNheSkeXKzBDbcRh_cateto.png[/img][img]https://cdn.biteable.com/asset-thumbnails-prod/52/95/61/0/160x120/NgmUbPgzCPH8SCBWWYYr_cateto_res.png[/img][br]A partir do exemplo anterior, determina o valor do cateto desconhecido no triângulo abaixo.[br][img]data:image/png;base64,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[/img]