I have ellipse in 2D. I want to compute fixed number of points on this ellipse with constant angular separation between those points.
My first idea was to generate line equations from center of the ellipse and then solve equations of these lines with ellipse equation. But it's not efficient computationally. Second idea is to use equation in polar coordinates and vary $t$ from $0$ to $2\pi$ with overlap $ {2\pi}/{NumberOfPoints}$.
What is the simplest (less computationally absorbing) method to get fixed ellipse points number?