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Mechanics
A force of variable magnitude is being applied on a solid disk tangential to it at its topmost end.Assume high friction at all surfaces.Mass is 'M' and radius is 'R'.
F(t) = at + b (a & b are constants)If the disk is at rest at t=0,
Q1. Find the speed 'v' after 5 seconds of center view
(a) 10(5b + 2a )
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3MR
(b) 10(5a + 2b )
---------------
3MR
(c) 7(5a + 2b )
--------------- [ans:- (b)]
3MR
Q2. Find Acm as a function of time
[ans:- 4(at + b) ]
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7M
I'm getting correct ans for Q1 . Then I put Acm= dv/dt but Im getting different ans.
My ans--4/3M (at + b)
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