zontal table. The upper end of the string is tied to a
%. A string passes through a hole at the centre of a hori.
body
mass m kept on the table, and at the lower end, a
of mass M is kept hanging. If the table rotates at an
angular velocity w, the mass M remains at rest. Show
that, w = √M/m.g/r
[r is the radius of the circular path along which the
mass m is rotating]
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