A smooth wire is bent into a vertical circle of radius a. `A` bead `P` can slide smoothly on the wire. The circle is rotated about vertical diameter AB as axis with a speed omega as shown in figure. The bead `P` is ar rest w.r.t. the circular ring in the position shown. then `omega^(2)` is equal to:

A smooth wire of length 2pir is bent into a circle and kept in a vertical plane. A bead can slide smoothly on the wire. When the circle is rotating with angular speed about the vertical diameter AB, as shown in the figure, the bead is at rest with respect to the circular ring at potion P as shown. Then the value of omega^(2) is equal to:

A smooth wire of length 2pir is bent into a circle and kept in a vertical plane. A bead can slide smoothly on the wire. When the circle is rotating with angular speed about the vertical diameter AB, as shown in the figure, the bead is at rest with respect to the circular ring at potion P as shown. Then the value of omega^(2) is equal to:

A ring of radius r is rotating about a vertical axis along its diameter with constant angular velocity omega.A read of mass m remains at rest w.r.t. ring at the position shown in figure. Then w^(2) is:

A ring of radius r is rotating about a vertical axis along its diameter with constant angular velocity omega.A read of mass m remains at rest w.r.t. ring at the position shown in figure. Then w^(2) is:

A ring of radius r is rotating about a vertical axis along its diameter with constant angular velocity omega.A read of mass m remains at rest w.r.t. ring at the position shown in figure. Then w^(2) is:

A thin circular ring of mass per unit length p and radius r is rotating at an angular speed omega as shown in figure. The tension in the ring is

A small ring P is threaded on a smooth wire bent in the form of a circle of radius a and centre O. The wire is rotating with constant angular speed omega about a vertical diameter xy, while the ring remains at rest relative to the wire at a distance (a)/(2) from xy. Then omega^2 is equal to:

A small ring P is threaded on a smooth wire bent in the form of a circle of radius a and centre O. The wire is rotating with constant angular speed omega about a vertical diameter xy, while the ring remains at rest relative to the wire at a distance (a)/(2) from xy. Then is equal to: