If the law of motion in a straight line is `s=(1)/(2)vt`, then acceleration is

Motion in Straight line

Motion Along Straight Line

The law or motion of a body moving along a straight line is x=(1)/(2)vt, x being its distance from a fixed point on the line at time t and v is its velocity there. Then

The law of motion of a body moving along a straight line is x=1/2vt , x being its distance from a fixed point on the line at time t and v is its velocity there. Then

The law of motion of a body moving along a straight line is x=1/2vt , x being its distance from a fixed point on the line at time t and v is its velocity there. Then

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

Identify the correct graph represeriting the motion of a particle along a straight line With constant acceleration with zero initial velocity.

Identify the correct graph represeriting the motion of a particle along a straight line With constant acceleration with zero initial velocity.

if a=3t^(2)+2t , initial velocity is 5 m//s . Find the velocity at t=4s. The motion is in straight line, a is acceleration in m//s^(2) and t is time in seconds.

The distance travelled by a body moving along a straight line with uniform acceleration (a) in the nth second of its motion is given by S_(n)=u+(a)/(2)(2n-1) . This equation is