Problems Involving Volume Worksheets With Answer Key - Part 3 Module 9 Page 10
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118. Homer’s pool is circular with a diameter of 24 feet and height of 4 feet. Using the
formula from the previous problem, how many bags of ice are required to reduce the
temperature from 85° to 70°?
A. 10,857
B. 6,650
C. 2,714
D. 1,663
9. A cylindrical can that is four inches tall and has a radius of 1.5 inches can hold 10¢
worth of soda. Assuming that the value of the contents is proportional to the size
(volume) of the can, what would be the value of the soda contained in a can that is 8
inches tall with a radius of 3 inches?
A. 40¢
B. 90¢
C. 20¢
D. 80¢
E. None of these
10. Concrete costs $105 per cubic yard. Plato is making a rectangular concrete garage
floor measuring 33 feet long by 15 feet wide by 6 inches thick. How much will the
concrete cost?
A. $311850
B. $9.17
C. $962.50
D. $247.50
11. Aristotle stores his Kool-Aid in a cylindrical container with a diameter of 5.5 feet and
a height of 8.25 feet. If the filled container springs a leak and the Kool-Aid is escaping at
a rate of 8 cubic feet per hour, how long will it take before the container is empty?
A. 98 hours
B. 15 hours
C. 24.5 hours
D. 196 hours
12. Gomer is digging a hole for a rectangular swimming pool measuring 38 feet long by
22 feet wide by 8 feet deep. How much water will the swimming pool hold, assuming
that 1 cubic foot = 7.5 gallons.
A. 50160 gallons
B. 891.73 gallons
C. 75240 gallons
D. 37620 gallons
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