An under-inflated volleyball is pumped full of air so that its radius increases by 10%. Ignoring the mass of the air inserted into the ball, what will happen to the volleyball's density? a. The density of the volleyball will increase by approximately 25%. b. The density of the volleyball will increase by approximately 10%. c. The density of the volleyball will decrease by approximately 10%. d. The density of the volleyball will decrease by approximately 17%. e. The density of the volleyball will decrease by approximately 25%
An under-inflated volleyball is pumped full of air so that its radius increases by 10%. Ignoring the mass of the air inserted into the ball, what will happen to the volleyball's density? a. The density of the volleyball will increase by approximately 25%. b. The density of the volleyball will increase by approximately 10%. c. The density of the volleyball will decrease by approximately 10%. d. The density of the volleyball will decrease by approximately 17%. e. The density of the volleyball will decrease by approximately 25%
Introductory Chemistry: A Foundation
9th Edition
ISBN:9781337399425
Author:Steven S. Zumdahl, Donald J. DeCoste
Publisher:Steven S. Zumdahl, Donald J. DeCoste
Chapter2: Measurements And Calculations
Section: Chapter Questions
Problem 94QAP: You want to make a rectangular box that weighs 2.0 pounds and floats on water. The width and height...
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An under-inflated volleyball is pumped full of air so that its radius increases by 10%. Ignoring the mass of the air inserted into the ball, what will happen to the volleyball's density?
a. The density of the volleyball will increase by approximately 25%.
b. The density of the volleyball will increase by approximately 10%.
c. The density of the volleyball will decrease by approximately 10%.
d. The density of the volleyball will decrease by approximately 17%.
e. The density of the volleyball will decrease by approximately 25%
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