1. 
Let h(x) = e^{{3x + 7}}. Which is the best choice for the inside function? > g(x) = e^{x}.

2. 
The function h(x) is composed of two functions. The outside function is cos (□) and the inside function is ln x. Which formula best describes h? > h(x) = cos x × ln x

3. 
The chain rule says that if h(x) = f(g(x)), then > h'(x) = f(g'(x))f'(x)

4. 
Find the derivative of the function f(x) = (cos x)^{3}. > f'(x) = 3(cos x)^{{4}}sin x

5. 
Suppose f and g are inverses so that f(g(x)) = x. Then >

6. 
If s = 4t^{2} + 3 and r = cos s, then to find the derivative of s, then to find the derivative of r with respect to t we would use the version of the chain rule that says >

7. 
The derivative of ln (5x^{6} + 7x^{2}) is >

8. 
Which function's derivative is 7sin(x)cos^{6} x? > cos^{7} x

9. 
Find y' given that y is a function of x and xy + x + y = 0 >

10. 
To use implicit differentiation on the equation we need to use > the chain rule but not the product rule
