A uniform cylindrical disc of radius R and mass M is pulled over a horizontal friction less surface by a constant force. The force is applied by means of a string wound around the disc as shown in fig. (2).If it starts from rest at t = O, the linear and angular displacements respectively at time , are
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a
FMt2,FMRt2
b
F2Mt,F2MRt2
c
FMt2,FMt2
d
2FMt2,2FMRt2
answer is A.
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Detailed Solution
We know that, τ=Iα=FR∴ 12MR2α=FR or α=2FMRNow, acceleration a=αR=2FMThe distance travelled s=12at2=122FMt2 s=FMt2Further θ=12αt2=122FMRt2=FMRt2
A uniform cylindrical disc of radius R and mass M is pulled over a horizontal friction less surface by a constant force. The force is applied by means of a string wound around the disc as shown in fig. (2).If it starts from rest at t = O, the linear and angular displacements respectively at time , are