A conical pendulum is moving in a circle with angular velocity `omega` as shown. If tension in the string is T, which of following equations are correct ?

A conical pendulum is moving in a circle with angular velocity omega . If tension in the string is T, which of following equations are correct ?

The tension T in the string shown in figure is

The tension T in the string shown in figure is

A stone is tied to one end of a string and rotated in horizontal circle with a uniform angular velocity. The tension in the string is T, if the length of the string is halved and its angular velocity is doubled , the tension in the string will be

A stone is tied to one end of a steing and rotated in horizontal circle with a uniform angular velocity. The tension in the string is T, if the lrngth of the string is halved and its angular velocity is doubled , the tension in the string will be

A particle of mass m is attached to one end of a weightless and inextensible string of length L. The particle is on a smooth horizontal table. The string passes through a hole in the table and to its other and is attached a small particle of equal mass m. The system is set in motion with the first particle describing a circle on the table with constant angular velocity omega_(1) and the second particle moving in the horizontal circle as a conical pendulum with constant angular velocity omega_(2) Show that the length of the portions of the string on either side of the hole are in the ratio omega_(2)^(2): omega_(1)^(2)

A stone of mass M is tied at the end of a string, is moving in a circle of radius R, with a constant angular velocity omega . The total work done on the stone, in any half circle, is: