If rho denotes density L distance and G universal gravitational constant find dimensional formula of pressure taking these three to be fundamental quantities.If the dimension of P in rho is x fill ' x' in OMR sheet. .

If E is energy M is mass, J is angular momentum and G is universal gravitational constant ,then dimensions of x=EJ^2/G^2M^5 can be that of

Taking foce, length and time to be the fundamental quantities find the dimension of a. density, b. pressure, c. momentum and d. energy

Planck's constant (h), gravitational constant (G) and the speed of light (c ) are taken as the fundamental quantities in a system. Find the dimensions of length and time in this system.

If the speed of light c, acceleration due to gravity (g) and pressure (p) are taken as the fundamental quantities then the dimension of gravitational constant is

The energy (E), angular momentum (L) and universal gravitational constant (G) are chosen as fundamental quantities. The dimensions of universal gravitational constant in the dimensional formula of Planck's constant (h) is :

If energy E, length L and time T are taken as fundamental quantities. The dimensional formula of gravitational constant is

The Energy (E) angular momentum (L) and universal gravitational constant (G) are chosen as fundamental quantities. The dimensions of universal gravitational constant in the dimensional formula of Planks constant (h) is

The dimensional formula of universal gravitational constant 'G' [M^(-1) L^(3) T^(-2)] .