I have these points to a hyperbola and I have it in terms of x(t) and y(t). It contains (0,0), (cos theta, sin theta), (c , d) and (e , f). Instead of two parametrically defined functions I would like it in standard form.
I have two parametric equations for a hyperbola that I would like converted to standard form. If the parameter could be eliminated that would be a great help.
where for certain b is 60 degrees or pi / 3 radians. The general case where b is an unknown would also be a great help. If the conversion turns out to be impossible(as I suspect for the general case) would the equation of the line for the asymptotes be determinable instead?