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A particle starting from a point A and moving with a positive constant acceleration along a straight line reaches another point B in time T. Suppose that the initial velocity of the particle is `u gt 0` and P is midpoint of the line AB. If the velocity of the particle at point P is `v_(1)` and if the velocity at time `(T)/(2)` is `v_(2)`, then

A

`v_(1)=v_(2)`

B

`v_(1) gt v_(2)`

C

`v_(1) lt v_(2)`

D

`v_(1) =(1)/(2) v_(2)`

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