1
Find the volume.
157cm
cm
1121cm
cm
cm
75 cm
A. 735 cm3
Go To #7
B. 1102.5 cm3
Go To #12
C. 2205 cm3
Go To #3
D. 367.5 cm3
Go To #10
2
Find the volume.
12 mm
15
BB== 27
39sq
sqmm
mm
A. 162 mm3
Go To #15
B. 108 mm3
Go To #8
C. 324 mm3
Go To #14
D. 3240 mm3
Go To #4
3
Find the volume.
16 m
14
m
14
16 m
A. 803.8 m3
Go To #12
B. 12861.4 m3
Go To #1
C. 1071.8 m3
Go To #6
D. 3215.4 m3
Go To #8
4
Find the volume.
mm
45mm
BB==19
17sq
sqmm
mm
A. 28.3 mm3
Go To #9
B. 42.5 mm3
Go To #11
C. 85 mm3
Go To #16
D. 14.2 mm3
Go To #2
5
Find the volume.
89mm
16
18 m
m
A. 3052.1 m3
Go To #9
B. 763 m3
Go To #1
C. 2289.1 m3
Go To #3
D. 9156.2 m3
Go To #13
6
Find the volume.
10 yd
yd
12
66 yd
yd
78 yd
yd
A. 160 yd3
Go To #14
B. 480 yd3
Go To #5
C. 240 yd3
Go To #8
D. 80 yd3
Go To #13
7
A cylindrical swimming pool has a diameter 28
of feet and a height of 4 feet. About how many
gallons of water can the pool contain? Round
your answer to the nearest whole number.
(1 ft3 ≈ 7.5 gal)
A. 2462 gal
Go To #5
B. 73,853 gal
Go To #16
C. 18,463 gal
Go To #4
D. 328 gal
Go To #14
8
A laptop is in the shape of a rectangular prism.
The laptop has a length of 32 centimeters, a
width of 24 centimeters, and a volume of 2304
cubic centimeters. What is the height of the
laptop?
A. 3 cm
Go To #15
B. 4 cm
Go To #6
C. 5 cm
Go To #11
D. 6 cm
Go To #2
9
Explain why the volume of the prism is more than the volume
of the cylinder.
12in.
12in.
12in.
12in.
12in.
A. The cylinder fits inside
the cube.
Go To #7
B. The cube looks bigger.
Go To #1
C. The cube has more
sides.
Go To #13
D. The cylinder fits inside
the cube with room left in
the corners.
Go To #16
10
The volume of a cone is 11π cubic meters.
What is the volume of a cylinder having the
same base and same height?
A. 34.54 m3
Go To #4
B. 103.62 m3
Go To #2
C. 11.5 m3
Go To #15
D. 33 m3
Go To #9
11
A square pyramid has a volume of 45 cubic
millimeters and a height of 9 millimeters. What
is the area of the base of the pyramid?
A. B=15 mm2
Go To #6
B. B=5 mm2
Go To #12
C. B=135 mm2
Go To #4
D. B=9 mm2
Go To #10
12
Find the volume of the composite solid.
A. 910 cm3
Go To #3
B. 1470 cm3
Go To #14
C. 1190 cm3
Go To #7
D. 630 cm3
Go To #8
13
Find the volume of the composite solid. Use 3.14 for pi and round
your final answer to the nearest tenth.
3 in
9 in
9 in
9 in
A. 983.3 in3
Go To #16
B. 898.6 in3
Go To #2
C. 559.4 in3
Go To #5
D. 474.7 in3
Go To #10
14
Determine whether the solids are similar. Explain.
A. no, not
proportional
Go To #5
B. yes, both are
rectangular prisms
Go To #1
C. no, sides are not
equal
Go To #12
D. yes, proportional
Go To #15
15
The prisms are similar. Find the missing length and height.
A. h=12m, l=4m
Go To #10
B. h=1.5m, l=48m
Go To #6
C. h=24m, l=3m
Go To #11
D. h=3m, l=4m
Go To #9
16
Golden Grahams cereal boxes measure 14 in by 10 in by
2.5 in. After they’re filled, they are put on a trailer truck
for transport to the local grocery store. During
transport, the cereal is shifted back and forth causing the
amount of cereal to settle. When you open the box at
home, it looks like the box was filled only 90% of the
way. How much cereal after transport does it look like
is in the Golden Grahams cereal box?
A. 35 in3
Go To #7
B. 315 in3
Go To #3
C. 350 in3
Go To #13
D. 3150 in3
Go To #11