In a previous project, you drew Archimedean Spiral, in which radius increase linearly with the angle. In Fermat’s spiral, radius increases in proportion to the square root of the angle.
We drew an ellipse centered at origin without tilt. In this project, we will draw a general ellipse that can be centered at any location and any tilt angle. The
Epicycloid is a curve that is formed by tracing a fixed point on the circle that is rolling around outside a static circle. Animate this tracing steps with Python Turtle.