Practice Gateway 5
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School
University of Nebraska, Lincoln *
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Course
107
Subject
Mathematics
Date
Apr 3, 2024
Type
Pages
2
Uploaded by LieutenantRookPerson933
Adam Miller
107-Fall-2021
Assignment 107
Practice
Gateway due 09/23/2021 at 11:07am CDT
Problem 1.
2.
(1 point) Find
Z
3
2
8
t
3
+
2
t
dt
Answer:
help entering equations
Solution:
2
.
66667
t
3
+
2ln
(
t
)
3
2
=
51
.
4776
Answer(s) submitted:
•
(72+2ln(abs(3)))-(64/3+2ln(abs(2)))
(correct)
Correct Answers:
•
51.4776
Problem 2.
4.
(1 point) Find
Z
1
0
2
+
2
xdx
Answer:
help entering answers
Solution:
(
2
+
2
x
)
2
4
1
0
=
3
Answer(s) submitted:
•
3
(correct)
Correct Answers:
•
3
Problem 3.
5.
(1 point) Find
Z
(
z
-
2
)
sin
(
2
z
+
9
)
dz
Answer:
help entering equations
Do not include a constant of integration in your answer.
Solution:
1
4
sin
(
2
z
+
9
)
-
(
z
-
2
)
cos
(
2
z
+
9
)
2
Answer(s) submitted:
•
(z-2)(1/2cos(2z+9))+(1/4sin(2z+9))
(incorrect)
Correct Answers:
•
1/4*sin(2*z+9)-(z-2)*cos(2*z+9)/2
Problem 4.
6.
(1 point) Find
Z
2
u
+
6
u
2
-
2
u
du
Answer:
help entering equations
Do not include a constant of integration in your answer.
Solution:
5ln
(
|
u
-
2
|
)
-
3ln
(
|
u
|
)
Answer(s) submitted:
•
-3ln(abs(u))+5ln(abs(u-2))
(correct)
Correct Answers:
•
5*ln(|u-2|)-3*ln(|u|)
Problem 5.
3.
(1 point) Find
Z
e
-
v
(
2
-
2
e
-
v
)
4
dv
Answer:
help entering equations
Do not include a constant of integration in your answer.
Solution:
(
2
-
2
e
-
v
)
5
10
Answer(s) submitted:
•
(2-2eˆ-v)ˆ5/10
(correct)
Correct Answers:
•
[2-2*eˆ(-v)]ˆ5/10
Problem 6.
7.
(1 point) Find
Z
12
v
v
2
+
8
v
+
20
dv
Answer:
help entering equations
Do not include a constant of integration in your answer.
Solution:
6ln
(
v
+
4
)
2
+
4
-
24tan
-
1
(
v
+
4
2
)
Answer(s) submitted:
•
-12ln(abs(2/sqrt((v+4)ˆ2+4)))-24arctan((v+4)/2)
(correct)
Correct Answers:
•
6*ln((v+4)ˆ2+4)-24*atan((v+4)/2)
Problem 7.
1.
(1 point) Find
Z
7
u
4
+
3
1
+
u
2
+
e
4
u
du
Answer:
help entering equations
Do not include a constant of integration in your answer.
Solution:
-
7
3
u
-
3
+
3tan
-
1
(
u
)+
1
4
e
4
u
Answer(s) submitted:
•
-7/3uˆ-3+3arctan(u)+1/4eˆ(4u)
(correct)
Correct Answers:
•
-7/3*uˆ(-3)+3*atan(u)+1/4*eˆ(4*u)
1
Generated by c WeBWorK, http://webwork.maa.org, Mathematical Association of America
2
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