2. Coordenadas do Ponto no plano cartesiano.

Coordenadas de um ponto no plano
Um ponto qualquer P é determinado no plano cartesiano pelo par ordenado (x,y), conforme o seguinte:
Movimente o ponto P (basta clicar e arrastar) e observe suas coordenadas.
Coordenadas do Ponto P
Represente o ponto A(4, 3) no plano cartesiano:
Atividade 1
No plano abaixo, mova os pontos A, B, C, D, E e F (respectivamente) a fim de formar o seguinte conjunto: [math]\left\{\left(0,-1\right),\left(0,3\right),\left(-1,0\right),\left(2,0\right),\left(1,2\right),\left(-2,1\right)\right\}[/math].
Plano Cartesiano para a Atividade 1
Represente os pontos A(-2, 3); B(-3, 2); C(0, 1); D(2, 0); E(-1, -2); F(2, 4) no plano cartesiano:
Questão
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[/img][br](Prova Brasil). Os vértices do triângulo representado no plano cartesiano são:
Questão
Na figura encontram-se representados no plano cartesiano os pontos M, N, P e Q. Dentre esses quatro pontos, o único que apresenta ambas as coordenadas negativas é[br][img]https://pt-static.z-dn.net/files/d2c/e1a27f987a20fc739daf327c14ed867e.jpg[/img]
Atividade 2
Mova os pontos A, B, C, D, E, F e G (respectivamente) de forma que a coordenada de y seja igual a coordenada de x, ou seja, você representará a equação y = x
Applet da Atividade 2
Atividade 3
Considere a atividade anterior, ligando os pontos, que figura será obtida?
Extra: Vídeo sobre os pontos no plano cartesiano
Close

Information: 2. Coordenadas do Ponto no plano cartesiano.