Calculate the dimensions of impulse in terms of velocity `(upsilon)` denity `(rho)` and frequeny (v) as fundamental units.

Calculate the dimensions of linear momentum and surface tension in terms of velocity (upsilon), density (rho) and frequency (V) as fundamental units.

Obtain the dimensions of linear momentum and surface tension in terms of velocity (v), density (rho) and frequency (nu) as fundamental units.

Calculate the dimensions of ther force and impulse taking velocity, density and frequency as basic quantities.

What will be the dimension of Young's modulus if velocity (v) acceleration (A) and force (F) are taken as fundamental quantity?

What will be the dimension of Young’s modulus if velocity (v) acceleration (A) and force (F) are taken as fundamental quantity?

If discharge rate is given by V=(pi Pr^(4))/(8 mu l) then find out the dimensions of mu by taking velocity (v), time (T) and mass (M) as fundamental units.

If discharge rate is given by V=(pi Pr^(4))/(8 mu l) then find out the dimensions of mu by taking velocity (v), time (T) and mass (M) as fundamental units.

If discharge rate is given by V=(pi Pr^(4))/(8 mu l) then find out the dimensions of mu by taking velocity (v), time (T) and mass (M) as fundamental units.

Find the dimensions of (i) force (ii) surface tension and (iii) momentum in terms of frequency, velocity and density as fundamental units.

Derive the SI unit of watt in terms of the fundamental unit.