What is the volume of $1 \cdot f t^{3}$ $1*ft^3$ in $c m^{3}$ $cm^3$ ?

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What is the volume of $1 \cdot f t^{3}$ $1*ft^3$ in $c m^{3}$ $cm^3$ ?

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Answer 1 · 2015-09-07T15:26:23

$1 foot, 12 inches = 30.48 cm$ $"1 foot, 12 inches = 30.48 cm"$ . 1 cubic foot, $1 \cdot f t^{3}$ $1*ft^3$ , = ${(30.48 \cdot c m)}^{3} = ?$ $(30.48*cm)^3 =?$

Explanation:

It seems strange to be using feet and inches; it's almost like using pounds, shillings, and pence, and guineas and sovereigns. Anyway, you have the conversion factor, ${(30.48)}^{3}$ $(30.48)^3$ $c m^{3}$ $cm^3$ $f t^{- 3}$ $ft^-3$ , $28316$ $28316$ $c m^{3} f t^{- 3}$ $cm^3ft^-3$ . I have tried to include the dimensional conversion factor.

PS I do realize that the USA persists in using imperial, and non-imperial, measurements, and in fact $”US pints and gallons”$ are different to $”Imperial ones”$ . There was an old article I was trying to find about the measurement of the speed of light in furlongs per fortnight.

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What is the volume of $1 \cdot f t^{3}$ $1*ft^3$ in $c m^{3}$ $cm^3$ ?

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