Displacement x of a particle along a straight line at time T is given by x is equal to a 0 + at +at2 square the acceleration of the particle is
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we know , v = dx/dt
a = dv/dt
x = ao + a1t + a2t2
v= dx/dt = 0 + a1 + 2a2t
a=dv/dt = d/dt (a1+2a2t)
=0+2a2
differntiation of constant is 0...
so accleration of particle = 2a2
a = dv/dt
x = ao + a1t + a2t2
v= dx/dt = 0 + a1 + 2a2t
a=dv/dt = d/dt (a1+2a2t)
=0+2a2
differntiation of constant is 0...
so accleration of particle = 2a2
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13
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Explanation:this is the answer
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