The relation between the displacement x and the time t for a body of mass 2 kg moving

Write the relation between time period T, displacement x and acceleration a of a particle in S.H.M.

What is the relation between displacement, time and acceleration in case of a body having uniform acceleration

A body of mass 5 kg is moving in a straight line. The relation between its displacement and time t is given by x=(t^(3)-2t-10) metre. What is the force acting onit at the end of second?

Under to action of constant force F =10 N, a body moves in a straight line so that the relation between the distance S moved by the body and the time t is described by the equation S =A -Bt +Ct^(2) Find the mass of the body if C =1 m//s^(2) .

The relation between time t and distance x for a moving body is given as t = mx^2 + nx, where m and n are constants. The retardation of the motion is : (When v stands for velocity)

The reation between the time t and position x for a particle moving on x-axis is given by t=px^(2)+qx , where p and q are constants. The relation between velocity v and acceleration a is as

The relation between the acceleration and time for an object is given below. Calculate the velocity with which the object is moving at t = 1 s. a=3t-4t^(2)

If a particle starts moving along x-axis from origin with initial velocity u=2m/s and acceleration 4m//s^(2) the relation between displacement and time is given as x=2t+2t^(2) . Draw the displacement time graph for t ul(gt)0 .

The relation between time t and displacement x is t = alpha x^2 + beta x, where alpha and beta are constants. The retardation is

A force given by the relation F = 8t, (F in Newton and t in sec.) acts on a body of mass 2kg. Initially at rest. Choose the correct option.