The power of M in the dimensional formul...

The power of M in the dimensional formula for gravitational potential is ……….

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To find the power of \( M \) in the dimensional formula for gravitational potential, we start with the formula for gravitational potential \( V \): \[ V = -\frac{GM}{r} \] where: - \( G \) is the gravitational constant, ...

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Dimensional formula of gravitational constant is,

`M^(-1)L^(3)L^(-2)`

`ML^(3)T^(-3)`

`M^(3)L^(3)T^(-3)`

`LT^(-2)`

The dimensional formula of Gravitational Constant is

`M^(-2)L^3T^(-2)`

`M^(-2)L^2T^(-1)`

`M^(-1)L^3T^(-2)`

`ML^2T^(-1)`

Dimensional formula for strain is

`[M^(0)LT^(-2)]`

[MLT]

`[M^(2)LT^(-2)]`

`[M^(0)L^(0)T^(0)]`