Title: Graphing Derivatives Post-Video Questions
Course: Calculus Videos Project > Section: Graphing Derivatives

Q: The graph of the function f is shown below.

On the interval [-7, -5], is f'(x):
- < 0
- = 0
- > 0
- more than one of the above
A: < 0

Q: The graph of the function f is shown below.

On the interval [-3, -2], is f'(x):
- < 0
- = 0
- > 0
- more than one of the above
A: > 0

Q: The graph of the function f is shown below.

On the interval [-2, 1], is f'(x):
- < 0
- = 0
- > 0
- more than one of the above
A: > 0

Q: The graph of the function f is shown below.

On the interval [2, 4], is f'(x):
- < 0
- = 0
- > 0
- more than one of the above
A: more than one of the above

Q: The graph of the function f is shown below.

On the interval [-6, -4] is f'(x):
- Increasing
- Decreasing
- More than one of the above
A: Increasing

Q: The graph of the function f is shown below.

On the interval [-4, -2] is f'(x):
- Increasing
- Decreasing
- More than one of the above
A: Increasing

Q: The graph of the function f is shown below.

On the interval [1, 2] is f'(x):
- Increasing
- Decreasing
- More than one of the above
A: Decreasing

Q: The graph of the function g is shown below.

On the interval [2, 4] is f'(x):
- Increasing
- Decreasing
- More than one of the above
A: Decreasing

Q: The graph of the function f is shown below.

For how many values of x in the interval [-8, 10] does f'(x) = 0?
- 0
- 1
- 2
- 3
- 4
- 5
- 6
- Unable to tell without the formula
A: 3

Q: From the following expressions, identify the largest according to the numerical value they represent:
- f'(8)
- for > 0
- f(-6)
- f'(-6)
A: for > 0

Q: From the following expressions, identify the smallest according to the numerical value they represent:
- f'(8)
- for > 0
- f(-6)
- f'(-6)
A: f'(-6)