The displacement of a particle is given by `x=At^(3)+Bt^(2)+Ct+D`. The dimension of L in `(AD)/(BC)` will be

The displacement(S) of a body in a time t is given by S=at^2+bt .Find the dimensions of a and b.

The velocity of a particle v at a instant t is given by v=at+bt^(2) . The dimension of b is

Given that the displacement of an oscillating particle is given by y=Asin(Bx+Ct+D) . The dimensional formula for (ABCD) is

Given that the displacement of an oscillating particle is given by y=Asin(Bx+Ct+D) . The dimensional formula for (ABCD) is

The displacement of a moving particle is given by, x=at^3 + bt^2 +ct + d . The acceleration of particle at t=3 s would be

The displacement of a moving particle is given by, x=at^3 + bt^2 +ct + d . The acceleration of particle at t=3 s would be

If the displacement of a particle Is given by, X = A+ Bt^2 . Find the velocity at t = 2s.

The displacement of a particle si given by y = a+bt +ct^(2) +dt^(4) .find the acceleration of a particle.