VOLUME OF COMPOSITE FIGURES

$V\ =5,500\ +\ 90\pi\ \cong5,782.7\ m^3$

$V\ =\ 5,760\ +\ 90\pi\ \cong\ 6,042.7\ m^3$

$V\ =\ 5,760\ +\ 360\pi\ \cong6,891\ m^3$

$V\ =\ 5,760\ -\ 90\pi\ \cong\ 5,477.2\ m^3$

$V\ =\ 594\ +\ 114.4\pi\cong\ 953.4\ mm^3$

$V\ =594\ -\ 114.4\pi\ \cong234.6\ mm^3$

$V\ =\ 594\ +\ 445.5\pi\ \cong\ 1,993.6\ mm^3$

$V\ =\ 594\ -\ 445.5\pi\ \cong283\ mm^3$

$V\ =\ 420\ +\ 196\ =616\ ft^3$

$V\ =420\ -\ 196\ =224\ ft^3$

$V\ =420\ -\ 210\ =210\ ft^3$

$V\ =\ 420\ +\ 210\ =\ 630\ ft^3$

$V\ =\ 1,728\ +\ 12\pi\ \cong1,765.7\ mm^3$

$V\ =\ 1,728\ -\ 48\pi\ \cong\ 1,577.2\ mm^3$

$V\ =\ 1,728\ -12\pi\ \cong1,690.3\ mm^3$

$V\ =\ 1,728\ +\ 48\pi\ \cong1,878.8\ mm^3$

$V\ =\ 216\ -\ 8\pi\ \cong190.9\ cm^3$

$V\ =216\ +\ 8\pi\ \cong241.1\ cm^3$

$V\ =216\ +\ 96\pi\ \cong\ 517.6\ cm^3$

$V\ =\ 144\ -24\pi\ \cong68.6\ cm^3$

$V\ =\ 294\pi\ -\ 144.\overline{3}\pi\ \cong470.2\ ft^3$

$V\ =\ 294\pi\ +144.\overline{3}\pi\ \cong1,377.1\ ft^3$

$V\ =42\pi\ +\ 14\pi\ \cong176\ ft^3$

$225\ in^3$

$255\ in^3$

$285\ in^3$

$360\ in^3$