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Computing Derivatives
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Home
/
Calculus
/
Computing Derivatives
/
Module Quizzes
/
What's in a Slope? True or False Quiz
TABLE OF CONTENTS
Intro
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What's in a Slope?
True or False
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Embrace Your Inner Calculator
The Rules of the Game
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Computing Derivatives: What's in a Slope? True or False
1.
Let
f
(
x
) = e. Then ->
f'
(
x
) = 0
True
False
2.
What is the derivative of
f
(
x
) = 5
x
+ 6?
->
f'
(
x
) = 5
True
False
3.
Which of the following is not a power function? ->
True
False
4.
For which function
f
(
x
) is
f'
(
x
) = -3x
^{-4}
{ ?} ->
f
(
x
) = x
^{-3}
True
False
5.
What is the derivative of
f
(
x
) = e
^{x}
?
->
f'
(
x
) = e
^{x}
(
ln
x
)
True
False
6.
The slope of the function
f
(
x
) = e
^{x}
is
-> always either 0 or positive.
True
False
7.
Let
f
(
x
) = 6
^{x}
. Then
->
f'
(
x
) = 6
^{x}
(
ln
6)
True
False
8.
Which function
f
(
x
) has the derivative
f'
(
x
) =
x
^{-1}
?
->
f
(
x
) =
x
^{-2}
True
False
9.
Let
f
(
x
) = cos(
x
). Then
->
f'
(
x
) = cos(
x
)
True
False
10.
Which function's derivative is
f'
(
x
) = sin(
x
)?
->
f
(
x
) = -cos(
x
)
True
False
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