Think you’ve got your head wrapped around **Computing Derivatives**? Put your knowledge to
the test. Good luck — the Stickman is counting on you!

Q. Let *f*(*x*) = e. Then

Q. What is the derivative of *f*(*x*) = 5*x* + 6?

Q. Which of the following is not a power function?

Q. For which function *f*(*x*) is *f'*(*x*) = -3x^{-4}{ ?}

Q. What is the derivative of *f*(*x*) = e^{x}?

Q. The slope of the function *f*(*x*) = e^{x} is

sometimes positive, sometimes negative, and sometimes 0.

always either 0 or positive.

always positive.

sometimes positive and sometimes undefined.

Q. Let *f*(*x*) = 6^{x}. Then

Q. Which function *f*(*x*) has the derivative *f'*(*x*) =* x*^{-1}?

Q. Let *f*(*x*) = cos(*x*). Then

Q. Which function's derivative is *f'*(*x*) = sin(*x*)?