A uniform rod AB of length l rotating with an angular velocity `omega` while its centre moves with a linear velocity `v=(omegal)/(6)` If the end A of the rod is suddenly fixed, the angular velocity of

A uniform rod of length l is spinning with an angular velocity omega=2v/l while its centre of mass moves with a velocity v . Find the velocity of the end of the rod.

A rod is rotating with angular velocity omega about axis AB. Find costheta .

The rod of length l=1 m rotates with an angular velocity omega=2 rads^(-1) an the point P moves with velocity v=1ms^(-1) and acceleration a=1ms^(-2) . Find the velocity and acceleration of Q .

A uniform rod AB of length 2l and mass m is rotating in a horizontal plane about a vertical axis through A, with angular velocity omega , when the mid-point of the rod strikes a fixed nail and is brought immediately to rest. Find the impulse exerted by the nail.

A uniform rod AB of mass m length 2a is allowed to fall under gravity with AB in horizontal. When the speed of the rod is v suddenly the end A is fixed. Find the angular velocity with which it begins to rotate.

A uniform rod of mass m and length l is rotating with constant angular velocity omega about an axis which passes thorugh its one end and perpendicular to the length of rod. The area of cross section of the rod is A and its Young's modulus is y. Neglect gravity. The strain at the mid point of the rod is:

When a rod of length l is rotated with angular velocity of omega in a perpendicular field of induction B , about one end , the emf across its ends is

A conical pendulum, a thin uniform rod of length l and mass m , rotates uniformly about a vertical axis with angular velocity omega (the upper end of the rod is hinged). Find the angle theta between the rod and the vertical.

A rod PQ of length l is rotating about end P , with an angular velocity omega . Due to electrifugal forceed the free electrons in the rod move toward the end Q and an emf is created. Find the induced emf.