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Two bodies are moving with constant spee...

Two bodies are moving with constant speed `v` clockwise and are initially diagonally opposite. The particle B now acheives a tangential acceleration of a `m//s^(2)`. Then :

A

then collide after time `sqrt((pi R)/(a))`

B

they collide after time `sqrt((2piR)/(a))`

C

relative velocity just before collision is `sqrt(pi aR)`

D

relative velocity just before collision is `sqrt(pi aR)`

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The correct Answer is:
b,d
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