What do you mean by asymptotes in hyperbola?
How do you find the equation of asymptotes of the hyperbola:
\(\displaystyle 3x^2\,+\,10xy\,+\,8y^2\,+\,14x\,+\,22y\,+\,7\;=\;0\)
The equation has an \(\displaystyle xy\)-term . . .
You're working with conics in non-standard position ("rotated")
\(\displaystyle \;\;\)and you've never heard of asymptotes of a hyperbola?
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