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WorksheetsOPTIONAL- Indefinite Integrals Quiz
Total questions: 14
Worksheet time: 15mins
Name
Class
Date
1.
What is an Antiderivative?
a)
The opposite of a derivative
b)
The same as a derivative
c)
A second derivative
d)
It always represents velocity
2.
What does C represent in an Antiderivative?
a)
A variable
b)
Unknown
c)
A constant
d)
None of these
3.
∫ t⁶ dt
a)
6t⁵
b)
6t⁵ + C
c)
1/7 t⁷ + C
d)
t⁷ + C
4.
∫ 4 dx
a)
0
b)
4t + C
c)
4x + C
d)
2x2 + C
5.
Evaluate the indefinite integral.
a)
A
b)
B
c)
C
d)
D
6.
Evaluate the indefinite integral.
a)
A
b)
B
c)
C
d)
D
7.
Evaluate the indefinite integral.
a)
A
b)
B
c)
C
d)
D
8.
a)
-(24/4)x4+C
b)
-4x6+C
c)
-4x5+C
d)
-24x6+C
9.
∫(4x3−3x2−2)dx , if f(2)=5
a)
12x2−6x
b)
x4−x3−2x +c
c)
x4−x3−2x+5
d)
x4−x3−2x+1
10.
Find the antiderivative of: ∫x dx
a)
x1+c
b)
23x23+c
c)
2 1x23+c
d)
32x23+c
11.
∫(2x−1)2dx
a)
34x3−2x2+x+c
b)
34x3−x2+x+c
c)
(x2−x)2+c
d)
3(2x−1)3+c
12.
a)
-sec x + C
b)
sec x + C
c)
tan x + C
d)
tan2 x + C
13.
∫ 6 x (x2 +1 )2 dx
a)
( x2 + 1)3 + C
b)
3 ( x2 + 1)3 + C
c)
( x2 + 1)1 + C
d)
6 ( x2 + 1)3 + C
14.
a)
ln(2x2+6) + C
b)
ln(2x2+6)(4x) + C
c)
1/(2x2+6) + C
d)
1/(2x2+6)2 + C
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