parametrically in terms of theta
For a circle, centre (0, 0) and radius r
x =
y =
x = rcos θ
y = rsin θ
For a circle, centre (a, b) and radius r
x =
y=
x = rcos θ + a
y = rsin θ + b
parametrically in terms of t and x
At vertical (parallel to y-axis) tangents, _____ = 0
dx/dt = 0
At horizontal (parallel to the x-axis) tangents, …… = 0
dy/dt
How to integrate parametric curve
R=∫ ((y)(dx/dt)) dt
Make sure to change Bounds in terms of t