A certain physical quantity is calculated from the formula π3(a2−b2) hd. Where a,b and h are all lengths and d is density the physical quantity being calculated is

Formula of given physical quantityX=π3a2−b2hdD⋅F[a]=[L][b]=[L][h]=[L][d]=ML−3[X]=L2⋅[L]⋅ML−3=[M]= Mass

A certain physical quantity is calculated from the formula π3(a2−b2) hd. Where a,b and h are all lengths and d is density the physical quantity being calculated is

Formula of given physical quantityX=π3a2−b2hdD⋅F[a]=[L][b]=[L][h]=[L][d]=ML−3[X]=L2⋅[L]⋅ML−3=[M]= Mass

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A certain physical quantity is calculated from the formula $\frac{π}{3} (a^{2} - b^{2})$ hd. Where a,b and h are all lengths and d is density the physical quantity being calculated is

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velocity

volume

mass

acceleration

answer is C.

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Detailed Solution

Formula of given physical quantity
$\begin{array}{l} X = \frac{π}{3} (a^{2} - b^{2}) h d \\ D \cdot F [a] = [L] \\ [b] = [L] \\ [h] = [L] \\ \begin{array}{l} [d] = [M L^{- 3}] \\ [X] = [L^{2}] \cdot [L] \cdot [M L^{- 3}] \\ = [M] \\ = Mass \end{array} \end{array}$