The acceleration of a particle, starting from rest, varies with time according to relation , `a =- r omega ^(2) sin ometa t`. Find the displacemnt of this particle at a time (t).

The acceleration of a particle starting from rest, varies with time according to the relation A=-aomegasinmegat. . The displacement of this particle at a time t will be

The acceleration of a particle starting from rest varies with time according to the relation a=-sw^2 sin wt The displacement of the particle at time 't' will be

The acceleration a of a particle starting from rest varies with time according to relation, a=alphat+beta . Find the velocity of the particle at time instant t. Strategy : a=(dv)/(dt)

The acceleration a of a particle starting from rest varies with time according to relation, a=alphat+beta . Find the velocity of the particle at time instant t. Strategy : a=(dv)/(dt)

The acceleration a of a particle starting from rest varies with time, according to relation a=alpha t+beta . The velocity of the particle after a time t will be

The acceleration of a'particle starting from rest, varies with time according to the relation a=kt+c . The velocity of the particle after time t will be :

The acceleration of a'particle starting from rest, varies with time according to the relation a=kt+c . The velocity of the particle after time t will be :

The acceleration of a particle which starts from rest varies with time according to relation a=2t+3. The velocity of the particle at time t would be