If speed of a particle is given by `v=A/C sin (At+B)`, the dimension of C is

The velocity V of a particle at time t is given by V = at + b/(t+c) . The dimensions of a, b and c are respectively--------.

(a) the displacement of a particle is given by s - a sin (omega t = kx) , where t is in second and x is in meter. Find the dimensions of omega and k . (b) The velocity of a praticle is given by v = v_(0) e^(-lambda t) , where t is time. Find the dimensions of v_(0) and lambda .

The velocity of a particle (v) at an instant 't' is given by v = at + bt^(2) , the dimension of b is

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

The velocity of a particle in time t is v = at + (b)/(t+c) . The dimension of a, b and c are