Find the dimension of energy per unit volume

1.	Find the dimension of energy per unit volume
Answer» *=Energy density is the AMOUNT of energy that can be stored in a GIVEN MASS of a substance or system. 1)Energy = Force × distance = (M× L×T^-2)×L = ML^2T^-2* 2)*Energy density = Energy/Volume,* 3)*Energy = (ML^2T^-2 ) ÷ L^3 = ML^-1T^-2.✔✔*

Answer»

=Energy density is the AMOUNT of energy that can be stored in a GIVEN MASS of a substance or system.

1)Energy = Force × distance = (M× L×T^-2)×L = ML^2T^-2

2)Energy density = Energy/Volume,

3)Energy = (ML^2T^-2 ) ÷ L^3 = ML^-1T^-2.✔✔

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Find the dimension of energy per unit volume

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