geometry
10. Exactly how many cubic inches of air can a fully inflated basketball hold if its radius is 4.8 inches
asked by
ella

The volume of a sphere can be found by the formula:
volume = 4/3 π r3
posted by Ms. Sue
Respond to this Question
Similar Questions

math
Exactly how many cubic inches of air can a fully inflated basketball hold if its radius is 4.2 inches? 
math
A basketball has a diameter of 29.5 inches. If the basketball is fully inflated, about how many cubic inches of air will it hold? 
Geometry
I;m so lost with these questiona. Any help will be appreciated. 1. Find the area of a square if one side measures 27 centimeters. 2. Exactly how many cubic inches of air can a fully inflated basketball hold if its radius is 4.2 
math
the official size of a NCAA basketball has a circumference of almost 31.4 inches. find the amount of cubic inches of air that the basketball can hold. 
math
the official size of a NCAA basketball has a circumference of almost 31.4 inches. find the amount of cubic inches of air that the basketball can hold. 
math
Xenia wants to stuff a cubeshaped footstool that measures 10.25 inches on all edges. What is a good estimate of the number of cubic inches of foam peanuts that she will need? a. just over 1,331 cubic inches b. just over 1,000 
geometry
The volume of a basketball is 448.92 cubic inches, and the volume of a baseball is 12.77 cubic inches. How many baseballs would “fit” inside a basketball? 
calculus
A large soup can is to be designed so that the can will hold 54pi cubic inches of soup. The radius of the can is "x" inches and the height of the can is "h" inches. Find the values for the radius and the height such that the 
math
an inner tube for a bicycle has a diameter of 2 inches and measures about 82 inches along its circumference. What formula would you use to determine the numbers of cubic inches of air the inner tube can hold 
Math
An inner tube for a bicycle has a diameter of 2 inches and measures about 82 inches along its circumference. What formula would you use to determine the numbers of cubic inches of air the inner tube can hold