Integration Techniques
2 years ago
mshesse
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• Question 1
60 seconds
Q. What should be used for u in the integral?
no u needed
4t2
t3
1/4t2
• Question 2
60 seconds
Q. What should be assigned to u in the integral?
2x2
4x
5x
no u needed
• Question 3
60 seconds
Q. What should u equal in this integral?
csc(x)
csc2x
sin(x)
cos(x)
• Question 4
300 seconds
Q.
A
B
C
D
• Question 5
300 seconds
Q.
A
B
C
D
• Question 6
120 seconds
Q. What should "du" equal in this integral?
tanxsecx dx
secx dx
sec2x dx
tanx dx
• Question 7
30 seconds
Q.
-cscx cotx
cscx cotx
-csc2x
csc2x
• Question 8
30 seconds
Q.
secx tanx
-secx tanx
tan2x
cscx cotx
• Question 9
30 seconds
Q.
secx tanx
sec2x
cscx cotx
-cscx cotx
• Question 10
30 seconds
Q.
sinx
-sinx
-cscx cotx
sec2x
• Question 11
60 seconds
Q. What method would you use here?
antiderivatives
u-substitution
integration by parts
slope fields
• Question 12
60 seconds
Q. What method would you use here?
antiderivatives
u-substitution
integration by parts
slope fields
• Question 13
60 seconds
Q. What method would you use here?
antiderivatives
u-substitution
integration by parts
slope fields
• Question 14
60 seconds
Q. What method would you use here?
antiderivatives
u-substitution
integration by parts
slope fields
• Question 15
60 seconds
Q. What method would you use here?
antiderivatives
u-substitution
integration by parts
slope fields
• Question 16
60 seconds
Q. What would you choose for your u here if you used integration by parts?
x
sinx
cosx
ex
• Question 17
60 seconds
Q. What would you choose for your u here if you used integration by parts?
t
3t
e2t
et
• Question 18
900 seconds
Q. Solve via integration by parts
xcosx-sinx + C u2
x(-cosx)-sinx + C u2
x(-cosx)+sinx + C u2
x(cosx)+sinx + C u2
• Question 19
900 seconds
Q. Solve via integration by parts