Rectas y planos en el espacio

Rectas y planos en el espacio
En el plano se usa la pendiente para determinar una ecuación de una recta. En el espacio[br]es más conveniente usar vectores para determinar la ecuación de una recta.[br]El vector es un vector de dirección o director de la recta y b y son los números de dirección (o directores).[br][br][img]data:image/png;base64,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[/img][br][br][img]data:image/png;base64,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[/img][br][br]

Information: Rectas y planos en el espacio