6.5.3 Rectas paralelas a los ejes coordenados

[b]· Rectas paralelas al eje X[/b][br] Su ecuación se reduce a una de la forma y=k, siendo k un número real.[br][img]data:image/png;base64,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[/img][br][br][br][b]· Rectas paralelas al eje Y[/b][br] Su ecuación se reduce a una de la forma x=k, siendo k un número real.[br][br][img]data:image/png;base64,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[/img]
[b]Página 170. Ejercicios 1,2,3 y 4[/b]

Információ: 6.5.3 Rectas paralelas a los ejes coordenados