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Q. A system has basic dimensions as density $\left[D\right],$ velocity $\left[V\right]$ and area $\left[A\right].$ The dimensional representation of force in this system is :-

NTA AbhyasNTA Abhyas 2022

Solution:

$\left[\right.$ Force $\left]\right.=\left[\right.$ Mass $\times $ Acceleration $\left]\right.$
$=\left[\right.$ (Density $\times $ Area $\times $ Length) $\times \frac{Velocity}{Time}$ ]
$=\left[\right.$ Density $\times $ Area $\times \left(Velocity\right)^{2}$ ] $=\left[AV^{2} D\right]$