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Calculus Derivatives Flashcards | StudBud
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Calculus Derivatives
Calculus Derivatives
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Questions
10
Answers
1
Find
f'(x)
at
x
= 3
1
nonexistent
-1
0
2
Find
f'(1)=
3
-1
-3
1
3
At what value of t does the bug change direction, given the velocity graph?
4
2
6
7
4
Find
k
, so that f is continuous at
x
= 2
0
1 / 6
1 / 3
1
5
Find
r
when the area of a circle is expanding at a rate twice as fast as it radius?
1 / 4
1 / 4π
1 / π
1
6
Find the point that of the tangent line that is parallel to the line 2x - 4y = 3
(1 / 2, 1 / 8)
(1 , 1 / 2)
(1 / 2, -1 / 2)
(1 , -1 / 4)
7
Find
f (x6 )
9x4 f(x6) + 6x g(x3)
f (x6) + g(x3)
3x2 g(x3)
8
Find
dy/dx
at
x = 1
2
not defined
0
- 2
9
What is the total distance traveled by the bug?
14
8
11
13
10
Find
f'(x)
(3x - 3) / √(2x - 3 )
(-x + 3) / √(2x - 3 )
1 / √(2x - 3 )
x / √(2x - 3 )
