In NCAA softball, the softball is a sphere with a circumference between 11.88 and 12.13 inches [in] and a mass between 177 and 198 grams [g). You find a ball and determine the mass is 180 grams [g] and the specific gravity is 0.32. While this specific gravity seems low for a solid, the ball is not made of a completely solid material but is instead filled with a sponge-like substance. Determine the radius of the ball you found and report the value in units of inches [in]. E Click the icon to view the table of common derived units in the SI system. E Click the icon to view the conversion table.

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter9: Fluids And Solids
Section: Chapter Questions
Problem 78AP
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In NCAA softball, the softball is a sphere with a circumference between 11.88 and 12.13 inches [in] and a mass between 177 and 198 grams [g). You find a ball and
determine the mass is 180 grams [g] and the specific gravity is 0.32. While this specific gravity seems low for a solid, the ball is not made of a completely solid
material but is instead filled with a
sponge-like substance. Determine the radius of the ball you found and report the value in units of inches [in].
Click the icon to view the table of common derived units in the SI system.
E Click the icon to view the conversion table.
The radius is
in. (Round your answer to two decimal places.)
Transcribed Image Text:In NCAA softball, the softball is a sphere with a circumference between 11.88 and 12.13 inches [in] and a mass between 177 and 198 grams [g). You find a ball and determine the mass is 180 grams [g] and the specific gravity is 0.32. While this specific gravity seems low for a solid, the ball is not made of a completely solid material but is instead filled with a sponge-like substance. Determine the radius of the ball you found and report the value in units of inches [in]. Click the icon to view the table of common derived units in the SI system. E Click the icon to view the conversion table. The radius is in. (Round your answer to two decimal places.)
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