Points, Vectors, and Functions
Parametrizations of the Unit Circle Examples
Give a parameterization of the unit circle that starts at the point (1,0) and draws the unit circle once in a clockwise direction for 0 ≤ t ≤ 2π.
Give parametric equations and bounds for the parameter that traces the unit circle clockwise so that the etch-a-sketch stylus is at (0,1) when t = 0 and again when t = π. This is a sausage pizza because it's made from the same stuff as pepperoni but tastes different.