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A particle of mass m is moving anticlock...

A particle of mass `m` is moving anticlockwise, in a circle of radius `R` in `x-y` plane with centre at `(R,0)` with a constant speed `v_(2)`. If is located at point `(2R,0)` at time `t=0`. A man starts moving with a velocity `v_(1)` along the positive `y`-axis from origin at `t=0`. Calculate the linear momentum of the particle w.r.t. man as a function of time.

Text Solution

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`m[(-v_(2)sin.(v_(2))/(R )t)veci+(v_(2)cos.(v_(2))/(R )t-v_(1))vecj]`
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