[" 36) A particle moves in a straight line so that "],[" s "=sqrt(t)," then its acceleration is proportional to "]

A particle moves in a straight line so that , s = sqrtt , then its acceleration is proportional to

If a particle moving along a line follows the law s=sqrt(1+t). then the acceleration is proportional to

the distance s covered in time t by a particle moving along a straight line is given by s=sqrt(1+t) . Its acceleration is proportional to the … of its velocitty at the instant

If a particle moves along a line by S=sqrt(1+t) then its acceleration is proportional to

If a particle moves along a line by S=sqrt(1+t) then its acceleration is proportional to

A particle moves in a line so that so that x=sqrtt . Show that the acceleration is negative and proportional to the cube of the velocity.

If a particle moves along a line by S = sqrt(1 + t) then its acceleration is proportional to _______ of its velocity at the instant.

A particle is moving on a straight line so that its distance s from a fixed point at any time t is proportional to t^n . If v be the velocity and 'a' the acceleration at any time , then (nas)/(n-1) equals