The equation of the hyperbola is $\ \frac{x^2}{64} - \frac{y^2}{36}=1$
So that means I have the asymptote formulas as well since I can get a and b easily out of the hyperbola equation. I then use the formula for distance, made a ratio for one to be 3 times bigger than the other and I get that the points cordinates are ratioed $\ 12x = -15y $.
I am stuck after that. Any tips?