Home
Class 11
PHYSICS
If alpha=F/v^(2) sin beta t, find dimens...

If `alpha=F/v^(2) sin beta t`, find dimensions of `alpha` and `beta`. Here v=velocity, F= force and t= time.

Promotional Banner

Similar Questions

Explore conceptually related problems

( alpha)/( t^(2)) = Fv + ( beta)/(x^(2)) Find the dimension formula for [ alpha] and [ beta] ( here t = time , F = force , v = velocity , x = distance).

( alpha)/( t^(2)) = Fv + ( beta)/(x^(2)) Find the dimension formula for [ alpha] and [ beta] ( here t = time , F = force , v = velocity , x = distance).

(a)/(t^(2)) = Fv = (beta)/(x^(2)) Find dimension formula for [a] and [beta] (here t = "time" ,F = "force", v = "velocity" , x = "distance")

(a)/(t^(2)) = Fv = (beta)/(x^(2)) Find dimension formula for [a] and [beta] (here t = "time" ,F = "force", v = "velocity" , x = "distance")

Find the dimensions of alpha//beta in equation P=(alpha-t^2)/(betax) where P= pressure, x is distance and t is time.

The displacement x of a particle varies with time t as x = ae^(-alpha t) + be^(beta t) . Where a,b, alpha and beta positive constant. The velocity of the particle will.

The displacement x of a particle varies with time t as x = ae^(-alpha t) + be^(beta t) . Where a,b, alpha and beta positive constant. The velocity of the particle will.

The displacement x of a particle varies with time t as x = ae^(-alpha t) + be^(beta t) . Where a,b, alpha and beta positive constant. The velocity of the particle will.