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Starting from rest, an object rolls down along an incline that rises by 3 units in every 5 units (along it). The object gains a speed of \(\sqrt{10}\) m/s as it travels a distance of 5/3 m along the incline. What can be the possible shape/s of the object?

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Data : sin θ = 3/5 , u = 0, v = \(\sqrt{10}\) m/s, L = 5/3m, g = 10 m/s2

Therefore, the body rolling down is either a ring or a cylindrical shell.

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