AP Calculus BC - Derivative as a Function

1

Let on the interval $(0,\frac{\pi}{2})$ . Find a value for the number(s) that satisfies the mean value theorem for this function and interval.

2

Let on the interval $(0,\frac{\pi}{2})$ . Find a value for the number(s) that satisfies the mean value theorem for this function and interval.

3

Let on the interval . Find a value for the number(s) that satisfies the mean value theorem for this function and interval.

4

Let on the interval . Find a value for the number(s) that satisfies the mean value theorem for this function and interval.

5

Let $f(x)=16^{\frac{1}{x}}$ on the interval . Find a value for the number(s) that satisfies the mean value theorem for this function and interval.

6

Let on the interval . Find a value for the number(s) that satisfies the mean value theorem for this function and interval.

7

Let $f(x)=16^{\frac{1}{x}}$ on the interval . Find a value for the number(s) that satisfies the mean value theorem for this function and interval.

8

Let on the interval . Find a value for the number(s) that satisfies the mean value theorem for this function and interval.

9

Let on the interval . Find a value for the number(s) that satisfies the mean value theorem for this function and interval.

10

Let on the interval . Find a value for the number(s) that satisfies the mean value theorem for this function and interval.

Derivative as a Function