The momentum p of a particle changes with the t according to the relation `dp/dt=(10N)+(2N/s)t`. If the momentum is zero at t=0, what will the momentum be at t=10?.

The linear momentum of a particle varies with time t as p= a +bt + ct^(2) . Then, whichh of the following is correct?

The linear momentum of a particle varies with time t as p= a +bt + ct^(2) . Then, whichh of the following is correct?

The momentum p (in kg ms^(-1) ) of a particle is varying with time t (in second) as p=2+3 t^(2) . The force acting on the particle at t=3s will be

The momentum p (in kg ms^(-1) ) of a particle is varying with time t (in second) as p=2+3 t^(2) . The force acting on the particle at t=3s will be

The linear momentum of a particle varies with time t as P = a + bt + ct^2 . Then which of the following is correct ?

The momentum of a particle moving in straight line is given by p = t+(1)/(t)("in "m//s) find the (time t gt0 ) at which the net force aciting on particle is 0 and it's momentum at that time.

The momentum P ( in kg ms^(-1) ) of a particle is varying with time t ( in second ) as p=2+ 3t^(2) . The force acting on the particle at t=3s will be

The momentum P ( in kg ms^(-1) ) of a particle is varying with time t ( in second ) as p=2+ 3t^(2) . The force acting on the particle at t=3s will be