[b]Copia os teus dados para a tabela no Geogebra e para cada par ([i]d[/i], [i]P[/i]), calcula a razão [/b][math]\frac{P}{d}[/math][b], e regista o resultado na tabela.[/b][br][br]
[math]\triangleright[/math] Seleciona os dados das colunas A e B da tabela com os valores de [i]d[/i] e [i]P[/i], respetivamente (com o botão esquerdo seleciona a célula A2, e arrasta até às células com os últimos valores).[br][math]\triangleright[/math] Seleciona a ferramenta, «Lista de pontos», [img width=23,height=25]data:image/png;base64,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[/img], e na janela que se abre, clica o botão OK.[br][math]\triangleright[/math] Na janela gráfica, movimenta o cursor, [b][i]a[/i][/b], de forma a “ajustar” a semirreta à nuvem de pontos no referencial cartesiano (ver figura)[img]data:image/png;base64,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[/img]. [br]
Os pontos do gráfico alinham-se na semirreta com origem na origem do referencial?
Qual o valor de [b][size=150]a[/size][/b], aproximadamente, que observas?[br][br]
O que podes concluir acerca da razão [math]\frac{P}{d}[/math] ?[br][br]
Como se chama a constante, [b][size=150][i]a[/i][/size][/b], observada?[br][br]
Qual a relação entre o perímetro, [i]P[/i], e o diâmetro, [i]d[/i]?[br][br]
Para aprofundar a compreensão, podes explorar:[list] [*]Qual a influência do arredondamento na precisão da constante de proporcionalidade?[/*] [*]Qual a diferença entre medidas exatas e medidas aproximadas?[/*][/list][br][br]