Home
Class 12
PHYSICS
The relationship between the displacemen...

The relationship between the displacement travelled by a body and the time t is described by the equation `s = A + Bt + Ct^(2) + Dt^(3)`. Where `C = 0.14m//s^(2)` and `D=0.01m//s^(3)`. In what time after motion begins will the acceleration of the body be equal to `1 m//s^(2)?`

Promotional Banner

Similar Questions

Explore conceptually related problems

If the distance s travelled by a body in time t is given by s = a/t + bt^2 then the acceleration equals

The relation between displacement & time of a body is S = (2t^3- 4t^2 + 3t) unit What will be the acceleration after 3s?

The equation of distance travelled by a body s with time t is given as S=A(t+B)+Ct^(2) . The dimension of B is given by

The displacement(S) of a body in a time t is given by S=at^2+bt .Find the dimensions of a and b.

In a circular motion of radius 3 cm the distance (s) travelled by a body along the circumference bears the relationship s= ct ^(3) with time (t) where c= 0.1 m//s^(3) . What are the tangential and centripetal acceleration when its linear speed is 0.3 m/s?

The relation between the time taken and the displacement of a moving body is s = 2t - 3t^(2) + 4t^(3) , where the unit of s is in metre and that of t is in second. Find out the displacement, velocity and acceleration of the body 2s after initiation of the journey.

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) .

A body of mass 2 kg travels according to the law x (t) = pt + qt^(2) + rt^(3) where, q = 4m s^(-2) , p - 3m s^(-1) and r = 5m s^(-3) . The force acting on the body at t = 2s is

The distance travelled by an object in time (100+-1) s is (5.2+-0.1) m. What is the speed and its error.

A particle travels m a straight line, such that for a short time 2 s le tle 6 s, its motion is described by v= (4/a) m//s, where a is in m//s^2. If v= 6 m//s. when t= 2 s, determine the particle's acceleration when t= 3 s.