Skip to main content
United States
Jump To
Support
Register or Log In
Support
Register or Log In
Instructors
Browse Products
Getting Started
Students
Browse Products
Getting Started
Return to Maths for Chemistry 3e Student Resources
Chapter 22 Multiple choice questions
Quiz Content
*
not completed
.
Determine the area bounded by:
The
x
-axis, the curve
y
=
2
x
2
+
x
−
6
, and the lines
x
= 4 and
x
= 6.
298
correct
incorrect
99
1
3
correct
incorrect
126
correct
incorrect
26
2
3
correct
incorrect
*
not completed
.
Determine the area bounded by:
The
x
-axis, the curve
y
=
2
x
3
, and the lines
x
= 0.25 and
x
= 1.
-62
correct
incorrect
1
correct
incorrect
16
correct
incorrect
15
correct
incorrect
*
not completed
.
Determine the area bounded by:
The
x
-axis, the curve
y
= 5
x
2
+ 5
x
- 30, and the lines
x
= −4 and
x
= 2.
118
1
3
correct
incorrect
90
correct
incorrect
14
1
6
correct
incorrect
104
1
6
correct
incorrect
*
not completed
.
Determine the area bounded by:
The
x
-axis, the curve y = sin 2
x
, and the lines
x
=
π
4
, and
x
=
3
π
4
.
0.5
correct
incorrect
1
correct
incorrect
0.25
correct
incorrect
1.5
correct
incorrect
*
not completed
.
Determine the volume formed by rotating
y
2
=
x
4
about the
x
-axis between
x
= 5 and
x
= 10.
75
8
correct
incorrect
125
8
correct
incorrect
75
8
π
correct
incorrect
125
8
π
correct
incorrect
*
not completed
.
Determine the volume formed by rotating
y
=
x
3
about the
x
-axis between
x
= 4 and
x
= 6.
260
π
correct
incorrect
260
correct
incorrect
22.5
π
correct
incorrect
22.5
correct
incorrect
*
not completed
.
Determine the volume formed by rotating
y
= 5
x
2
about the
y
-axis between
x
= 2 and
x
= 3.
325
π
2
correct
incorrect
325
2
correct
incorrect
1
2
correct
incorrect
π
2
correct
incorrect
*
not completed
.
Calculate the following:
∫
0
1
∫
1
2
∫
2
3
(
x
y
z
+
x
3
y
2
)
d
z
d
y
d
x
.
73
12
correct
incorrect
59
24
correct
incorrect
9
4
correct
incorrect
191
72
correct
incorrect
*
not completed
.
Calculate the following:
∫
0
1
∫
0
x
∫
0
y
−
2
(
x
3
y
z
)
d
z
d
y
d
x
.
39
448
correct
incorrect
11
24
correct
incorrect
1
2
correct
incorrect
1
64
correct
incorrect
*
not completed
.
Calculate the following:
∫
0
2
π
∫
0
π
∫
0
∞
f
(
r
,
θ
,
ϕ
)
r
2
sin
θ
d
r
d
θ
d
ϕ
,
where
f
(
r
,
θ
,
ϕ
)
=
r
3
exp
(
−
4
r
2
)
.
π
64
correct
incorrect
π
32
correct
incorrect
π
16
correct
incorrect
π
8
correct
incorrect
Previous Question
Submit Quiz
Next Question
Reset
Exit Quiz
Review all Questions
Submit Quiz
Are you sure?
You have some unanswered questions. Do you really want to submit?
Back to top
Printed from , all rights reserved. © Oxford University Press, 2024
Select your Country