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The cube below has sides of length 4 feet. If a cylindrical section of radius 2 feet is removed from the solid, what is the total remaining volume of the cube? Express your answer in cubic feet in terms of pi


 Jul 5, 2018

Hey Guest!

\(\text{volume of the cube} - \text{volume of the cylindrical section} = \text{volume of the remaining solid.}  \)


The volume of the cube: \(\text{length} * \text{width} * \text{height} = 4^3 = 64\)


Volume of the cylinder: \(π * \text{radius}^2 * \text{height} = 22π * 4 = 16π\)




I hope this helped,



 Jul 5, 2018

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