In the equation of velocity of sound $V=\sqrt{\frac{\gamma P}{p}}$ obtain the dimension of $\gamma$, where $P$ and $\rho$ represent pressure and density respectively.
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In the equation of velocity of sound $V=\sqrt{\frac{\gamma P}{p}}$ obtain the dimension of $\gamma$, where $P$ and $\rho$ represent pressure and density respectively.

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The dimension of $\gamma$, where $P$ and $\rho$ represent pressure and density will be $\left[ M ^{0} L ^{0} T ^{0}\right]$.

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