Find the set of values of m such that the asymptotes of the curve,

y = {3(m+1)x+m-2}/{(m-2)x+3m}

intersect at a point above the line y = 3x-2 .

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- Sep 11th 2009, 01:24 AMflukeFind m
Find the set of values of m such that the asymptotes of the curve,

y = {3(m+1)x+m-2}/{(m-2)x+3m}

intersect at a point above the line y = 3x-2 . - Sep 11th 2009, 09:19 AMred_dog
The horizontal asymptote: $\displaystyle y=\frac{3(m+1)}{m-2}$

The vertical asymptote: $\displaystyle x=-\frac{3m}{m-2}$

Replace x and y in the equation of the line and find m.