A solid sphere and a solid cylinder of equal radii and masses of 40kg and 32kg, respectively, roll together down an inclines plane from rest. Which reaches the bottom of the incline first?
Here , for solid sphere and solid cylinder
as the acceleration of the objects is inversely proportional to the moment of inertia
moment of inertia of solid sphere, Isph = 0.40 * m * R^2
moment of inertia of solid cylinder , Icyl = 0.50 * M * R^2
hence , as the radius of gyration of solid cylinder is more than the solid sphere
the acceleration of the solid sphere will be more than the acceleration of cylinder
hence , the solid sphere will reach the bottom
first
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