A particle of mass m is moving in yz-plane with a uniform velocity v with its trajectory running parallel to +ve y-axis and intersecting z-axis at z = a (Fig. 7.2). The change in its angular momentum about the origin as it bounces elastically from a wall at y = constant is:

1
mva \({\widehat e_x}\)
2
2mva \({\widehat e_x}\)
3
ymv \({\widehat e_x}\)
4
2ymv \({\widehat e_x}\)

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