x-t equation of a particle in SHM is given as x=`1.0sin(12pit)` in SI units. Potential energy at mean position is zero. Mass of particle is `1/4` kg. Match the following table (SI units).

Assertion : x-t equation of a particle in SHM is given as : x=A "cos"omegat Reason : In the given equation the minimum potential energy is zero.

A particle of mass 1 kg executing S.H.M. is given by y = 2 cos (10t+pi//3) in SI units. Its maximum potential energy is

Displacement-time equation of a particle moving along x-axis is x=20+t^3-12t (SI units) (a) Find, position and velocity of particle at time t=0. (b) State whether the motion is uniformly accelerated or not. (c) Find position of particle when velocity of particle is zero.

Displacement-time equation of a particle moving along x-axis is x=20+t^3-12t (SI units) (a) Find, position and velocity of particle at time t=0. (b) State whether the motion is uniformly accelerated or not. (c) Find position of particle when velocity of particle is zero.

Displacement-time equation of a particle moving along x-axis is x=20+t^3-12t (SI units) (a) Find, position and velocity of particle at time t=0. (b) State whether the motion is uniformly accelerated or not. (c) Find position of particle when velocity of particle is zero.

The equation for the displacement of a particle executing SHM is x = 5sin (2pit)cm Then the velocity at 3cm from the mean position is( in cm//s)

The displacement of a particle of mass 3g executing simple harmonic motion is given by x =3sin(0.2t) in SI units. The kinetic energy of the particle at a point which is at a displacement equal to 1/3 of its amplitude from its mean position is

The displacement of a particle of mass 3g executing simple harmonic motion is given by x =3sin (0.2t) in SI units. The kinetic energy of the particle at a point which is at a displacement equal to 1//3 of its amplitude from its mean position is