A certain variety of watermelon grows in more or less a spherical shape. According to a website, about 70% of a watermelon is edible fruit while the remaining 30% is rind. Ben wants to estimate the volume (in cups) of edible fruit from a whole watermelon that he purchased. He doesn't want to cut the watermelon to find the radius, so instead Ben uses a flexible ruler to determine the watermelon's circumference to be 70 centimeters. Determine the approximate volume of fruit Ben can expect this watermelon to yield. (Use 1 cup = 237 cubic centimeters and round your answer to the nearest whole cup.) Approximately cups
A certain variety of watermelon grows in more or less a spherical shape. According to a website, about 70% of a watermelon is edible fruit while the remaining 30% is rind. Ben wants to estimate the volume (in cups) of edible fruit from a whole watermelon that he purchased. He doesn't want to cut the watermelon to find the radius, so instead Ben uses a flexible ruler to determine the watermelon's circumference to be 70 centimeters. Determine the approximate volume of fruit Ben can expect this watermelon to yield. (Use 1 cup = 237 cubic centimeters and round your answer to the nearest whole cup.) Approximately cups
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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Transcribed Image Text:A certain variety of watermelon grows in more or less a spherical shape. According to a
website, about 70% of a watermelon is edible fruit while the remaining 30% is rind.
Ben wants to estimate the volume (in cups) of edible fruit from a whole watermelon that
he purchased. He doesn't want to cut the watermelon to find the radius, so instead Ben
uses a flexible ruler to determine the watermelon's circumference to be 70 centimeters.
Determine the approximate volume of fruit Ben can expect this watermelon to yield.
(Use 1 cup = 237 cubic centimeters and round your answer to the nearest whole cup.)
Approximately
cups
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