1.

In a model experiment as shown in the figure there is a fixed inclined plane. A thin ring of radius ‘r’ is rolling upwards along the incline without slipping at a velocity v0 from the bottom. In three different cases of the experiment, everything is kept same except the coefficient of friction of the inclined surface. It is changed as μ=0, μ=tan θ & μ=2 tan θ respectively. In each case the height to which the ring rises on the incline before stopping momentarily is Δh1,Δh2,Δh3 respectively. Then

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In a model experiment as shown in the figure there is a fixed inclined plane.
A thin ring of radius ‘r’ is rolling upwards along the incline without slipping at a velocity v0 from the bottom. In three different cases of the experiment, everything is kept same except the coefficient of friction of the inclined surface. It is changed as μ=0, μ=tan θ & μ=2 tan θ respectively. In each case the height to which the ring rises on the incline before stopping momentarily is Δh1,Δh2,Δh3 respectively. Then



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