In the rectangular coordinate system, lines m and n intersect at the origin. Is line m perpendicular to line n?
(1) Line n passes through the point (-a, -a), where a 0, and line m has a slope of -1.
(2) The product of the slope of line m and the slope of line n is -1.
1) Is obviously sufficient.
2) Say
Line M : y=0,5x
Line N : y=-2x
Product of both slope = -1
But these are NOT perpendicular...
Am I drunk?
Thanks,
Regards,
David
** And obviously if it's m=x and n=-x, it yields -1 as well and the answer would be that they're perpendicular, thus since it's a maybe, it wouldn't be sufficient... **
(1) Line n passes through the point (-a, -a), where a 0, and line m has a slope of -1.
(2) The product of the slope of line m and the slope of line n is -1.
1) Is obviously sufficient.
2) Say
Line M : y=0,5x
Line N : y=-2x
Product of both slope = -1
But these are NOT perpendicular...
Am I drunk?
Thanks,
Regards,
David
** And obviously if it's m=x and n=-x, it yields -1 as well and the answer would be that they're perpendicular, thus since it's a maybe, it wouldn't be sufficient... **