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- 1. Multiple Choice
What is the formula to find the volume of a pyramid with a rectangular base?
V = (⅓)πr2⋅h
V = πr2⋅h
V = (⅓)lw⋅h
V = (⅓)(½⋅bh)⋅(height of pyramid)
- 2. Multiple Choice
What is the formula to find the volume of a cone?
V=π r3h
V=π r2h
V=(⅓)π r2h
V=(4/3)π r3
- 3. Multiple Choice
Find the volume of the rectangular pyramid.
364 cm3
1092 cm3
546 cm3
182 cm3
- 4. Multiple Choice
Find the volume. Round to the nearest hundredth.
37.70 in3
56.54 in3
169.65 in3
84.82 in3
- 5. Multiple Choice
Find the volume.
240 cm3
1440 cm3
720 cm3
480 cm3
- 6. Multiple Choice
To find the volume of a rectangular pyramid, you must first find the area of the rectangular base then multiply it by the height of the pyramid finally, dividing by 3.
True
False
- 7. Multiple Choice
A cone has a height of 4 in. and a radius of 6 in. Find the volume.
8π in3
24π in3
48π in3
144π in3
- 8. Multiple Choice
Find the volume.
4620 m3
5390 m3
735 m3
539 m3
- 9. Multiple Choice
A cone has a height of 30 in. and a diameter of 20 in. Find the volume of the cone. If necessary, round to the nearest hundredth.
600 in3
12,566.37 in3
3,141.59 in3
9,424.78 in3
- 10. Multiple Choice
A solid cone was placed in the center of a rectangular fish tank as shown. Which is closest to the maximum amount of water that the fish tank can hold? If necessary, round to the nearest whole number.
1286 in3
1455 in3
1476 in3
1569 in3
- 11. Multiple Choice
The figure shown below is composed of a rectangular prism and two half cylinders. Which is closest to the volume of the figure? If necessary, round to the nearest whole number.
781 cm3
706 cm3
631 cm3
593 cm3
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