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Mechanics
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9 Mar 2009 23:54:34 IST
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first, we approach hoping this as a rolling case.... so, first we infer that friction acts in the direction of F. So, using equations....
F + f = mA_cm and F - f = alpha/2 = A_cm/2....
we get A_cm = 4F/3 or f = F/3....
Bt, f_max = 5N. So, we conclude that sliding is there. So, f = 5N here and acts in the direction of F. So, W_f = 5J...
Hope this helps...













The bottommost point slips backwards. So friction acts forward with its max value 5 (Assuming g = 10). The acceleartion is
. The net torque is 95, so the angular accelerations
. The velocity of the centre is then
and angular velocity of the disk at any time is
. Here
is never possible. So, friction will keep on acting and the point of contact will keep on slipping. The work done is 