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If the system shown in the figure is rot...

If the system shown in the figure is rotated in a horizontal circle with angular velocity `omega` . Find `(g=10m//s^(2))`
(a) the minimum value of `omega` to start relative motion between the two blocks.
(b) tension in the string connecting `m_(1)` and `m_(2)` when slipping just starts between the blocks
The coefficient of frition between the two masses is `0.5` and there is no friction between `m_(2)` and ground. The dimensions of the masses can be neglected. (Take `R=0.5m,m_(1)=2Kg,m_(2)=1Kg)`

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