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Mechanics
Circular Motion
None
A smooth wire of length 2
a bent into a vertical circle. A bead 'P' can slide smoothly on the wire. The circle is rotated about the vertical diameter as axes with a speed 'w' the bead P is at rest with respect to the circular ring in the position shown in the figure.Then ' w2 ' is equal to
a bent into a vertical circle. A bead 'P' can slide smoothly on the wire. The circle is rotated about the vertical diameter as axes with a speed 'w' the bead P is at rest with respect to the circular ring in the position shown in the figure.Then ' w2 ' is equal to A) 2g / a B) 2g / a
3 C) 2g
3 / a D) 2a / g
3
3 C) 2g
3 / a D) 2a / g
3 











then cosx=a/2/a =1/2 => x=60 [since normal rxn passes through center ]
N sinx =mg and Ncosx= mw^2 .(a/2) [since it rotates in a circle wid radius a/2]
so w^2 can easily be found...