y=sin \theta, y = sin 2\theta, y = sin 3\theta, y = sin 4\theta, y = sin \pi\theta
2. All I see are patterns (again): Take the derivative of each of the following functions. You might
need the Chain Rule at first, but try to find an underlying pattern.
y=\sqrt{x}, y= \sqrt{2+sin x}, y=\sqrt{3+cos x}, y=\sqrt{4+tan x}, y= \sqrt{5+6x^7}