The biggest circumference of a tennis ball is 8.5 inches. A sports manufacturing company needs to make a canister in the shape of a cylinder to hold 3 tennis balls. What is the most reasonable set of dimensions for the cylinder that contains 3 tennis balls? 8.5 in n height = 4.2 inches, diameter = 1.4 inches O height = 8.2 inches, diameter = 2.8 inches height = 10.8 inches, diameter = 3.6 inches height = 12.3 inches, diameter = 4.1 inches

Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
ChapterP: Preliminary Concepts
SectionP.CT: Test
Problem 1CT
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The biggest circumference of a
tennis ball is 8.5 inches. A sports
manufacturing company needs to
make a canister in the shape of a
cylinder to hold 3 tennis balls.
What is the most reasonable set of
dimensions for the cylinder that
contains 3 tennis balls?
8.5 in
height = 4.2 inches, diameter = 1.4 inches
O height = 8.2 inches, diameter = 2.8 inches
height = 10.8 inches, diameter = 3.6 inches
height = 12.3 inches, diameter = 4.1 inches
Transcribed Image Text:The biggest circumference of a tennis ball is 8.5 inches. A sports manufacturing company needs to make a canister in the shape of a cylinder to hold 3 tennis balls. What is the most reasonable set of dimensions for the cylinder that contains 3 tennis balls? 8.5 in height = 4.2 inches, diameter = 1.4 inches O height = 8.2 inches, diameter = 2.8 inches height = 10.8 inches, diameter = 3.6 inches height = 12.3 inches, diameter = 4.1 inches
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