Cream Puff Derivatives!!!

Question 1

The original function, for example s(t), is the ____________

Accepted Answer

position function.

Question 2

Find the instantaneous rate of change of the function at the given value.

Accepted Answer

2

Question 3

Find the average rate of change of the function over the given interval.

Accepted Answer

-2

Question 4

Find the instantaneous rate of change of the function at the given value.

Accepted Answer

5

Question 5

Find the average rate of change of the function over the given interval.

Accepted Answer

-3

Question 6

Find the derivative at the given value.

Accepted Answer

f'(3) = 3

Question 7

Find y'.

Accepted Answer

y' = -100x9 +20x4, y' = (-2x5)(5x4) + (x5 - 2)(-10x4)

Question 8

Find dy/dx.

Accepted Answer

dy/dx = (5x3 + 1)(15x4) + (3x5 + 1)(15x2)

Question 9

Find f'(x).

Accepted Answer

f'(x) = (5x4 + 1)(-15x4) + (-3x5 - 4)(20x3)

Question 10

Find y'

Accepted Answer

y' = (-3x4 - 5)(-20x3) + (-5x4 + 1)(-12x3), y' = 120x7 - 36x2 +100

Question 11

The derivative is the _____________

Accepted Answer

instantaneous velocity.

Question 12

A derivative is also ________________

Accepted Answer

the instantaneous rate of change., the slope., the instantaneous velocity.

Question 13

Find the average rate of change of the function over the given interval.

Accepted Answer

-1

Question 14

Find the derivative at the given value.

Accepted Answer

f'(3) = 4

Question 15

Find y'.

Accepted Answer

y' = -12x3

Question 16

Find y'.

Accepted Answer

y' = 2

Question 17

Find the derivative at the given value.

Accepted Answer

f'(-1) = 9

Questions 17