The acceleration of a particle a moving in straight line varies with its position s as a=2s+1 velocity of a particle is zero at zero the origin s=0 then velocity position relation is
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Velocity is defined by the integration of acceleration art time.
Here acceleration a=2s+1
so v=£(2s+1).dt
v=(2s+1)t +u
where u is the initial velocity(at s=0)
so v=(2s+1) is the relation
Here acceleration a=2s+1
so v=£(2s+1).dt
v=(2s+1)t +u
where u is the initial velocity(at s=0)
so v=(2s+1) is the relation
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