Para a atividade utilizaremos o Geogebra para verificar a relação entre o ângulo inscrito e o ângulo central de uma circunferência. Vamos lá? Siga as instruções.[br][br][math]\Longrightarrow[/math] [b][color=#ff0000]1º)[/color][/b] No Geogebra abaixo construa uma circunferência, para isso basta selecionar a ferramenta [b]Círculo dados Centro e Um de seus Pontos. [/b]Conforme o exemplo abaixo.[b][br][img]data:image/png;base64,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[/img][br][/b][math]\Longrightarrow[/math] [b][color=#ff0000]2º)[/color] [/b]Utilizando os conhecimentos sobre os objetos matemáticos, construa um ângulo central e um ângulo inscrito. Para realizar esse procedimento, marcamos dois pontos na circunferência, denominados [i]C[/i] e D. Após esse procedimento, construímos os segmentos de reta AD, AC, DB e BC. Conforme o exemplo abaixo.[br][img]data:image/png;base64,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[/img][br][math]\Longrightarrow[/math] [b][color=#ff0000]3º)[/color] [/b]Por fim, construa os ângulos central e inscrito. Para isso, basta clicar na ferramenta [b]Ângulo[/b] e construir os ângulos DAC e DBC, nesta ordem. Conforme o exemplo abaixo.[br][img]data:image/png;base64,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[/img][br][br][br]
Agora, movimente os ângulos inscrito e central, modificando as medidas. Anote quatro medidas que obtiver, tanto para o ângulo inscrito quanto para o ângulo central.
Analise as respostas do item anterior e responda o que é possível concluir?