A thin circular disc of mass 'm' and radius R is rotating bout its axis with a constant angular velocity omega. It has two masses each of mass 'm' (same mass as that of disc) at the opposite ends of a diametre of the disc. Now if the masses are gently removed, the final angular velocity of disc would become

A thin circular disc of mass 'm' and radius R is rotating bout its axi

1.	A thin circular disc of mass 'm' and radius R is rotating bout its axis with a constant angular velocity omega. It has two masses each of mass 'm' (same mass as that of disc) at the opposite ends of a diametre of the disc. Now if the masses are gently removed, the final angular velocity of disc would become
Answer» `OMEGA` `5OMEGA` `(5omega)/(2)` `(2omega)/(5)` Answer :A