Referencial cartesiano

1. Considera o seguinte referencial ortogonal e monométrico
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[/img][br]
[br][br][b]1.1. [/b]Qual é o quadrante onde a abcissa é[br]negativa e a ordenada positiva?[br][br]
[br][br][b]1.2.[/b] Indica um ponto onde a ordenada é maior[br]que a abcissa.[br][br]
[b]1.3.[/b] Marca no [b]referencial[/b] os pontos [math]N[/math](6, -3)  e [math]G[/math](3, 0).[br][br]
[b]1.4.[/b] Observa os pontos assinalados no referencial. Completa com as respetivas letras, conforme o exemplo dado, obterás uma mensagem do 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[/img][br]
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