Home
Class 12
PHYSICS
Two beads of masses m(1) and m(2) connec...

Two beads of masses `m_(1) and m_(2)` connected by an inextensible string are kept at rest at the horizontal diametrical points of a fixed smooth vertical semicircular tube. If the beads are released from the given position, find their speeds as the function of vertical distance y converted by miss `m_(2).`

Text Solution

Verified by Experts

The correct Answer is:
`sqrt((2gR(m_(1)theta-m_(2)sin theta))/((m_(1)+m_(2))))`
Promotional Banner

Similar Questions

Explore conceptually related problems

Two smooth balls of mass m_1 and m_2 connected by a light inextensible string are at the opposite points of horizontal diameter of a smooth semi cylindrical surface of radius R. If m_1 is released, find its speed at any angular distance theta moved by m_2 .

In figure, an inextensible string that connects two bodies of mass M and m , passing over a fixed smooth pulley. The body M slides along a smooth vertical rigid bar. If the body M is released from the given position, find the maximum distance raised by body m .

Two beads A and B of equal mass m are connected by a light inextensibe chord. They are constrined to move on a frictionless ring in vertical plane. The blocks are released from rest as shown in figure. The tension in the chord just after the release is

Two blocks of masses m_(1) and m_(2) , connected by a weightless spring of stiffness k rest on a smooth horizontal plane as shown in Fig. Block 2 is shifted a small distance x to the left and then released. Find the velocity of centre of mass of the system after block 1 breaks off the wall.

A ball of mass 1kg is suspended by an inextensible string 1m long attached to a point O of a smooth horizontal bar resting on fixed smooth supports A and B. The ball is released from rest from the position when the string makes an angle 30^@ with the vertical. The mass of the bar is 4kg . The displacement of bar when ball reaches the other extreme position (in m) is

Two identical beads, each of m=100g , are connected by an inextensible massless string, which can slide along the two arms AC and BC of a rigid smooth wire frame in a vertical plane. If the system is released from rest, the kinetic energy of the first bead when the second bead has moved down by a distance of 0.1m is xxx10^-3J . Find the value of x(g=10ms^-2) (shown situation is after movement of 0.1m ).

Two beads of masses m_(1) and m_(2) are connected to each other by massless string. Both beads are free to mover over fixed smooth circular loop in vertical plane. At any instant they are in the position shown and subtends angle 90^(@) at centre. Find tangential accelerations of both beads and tension in the string if string remains taut.

Two blocks of masses m_(1) and m_(2) are connected by a massless pulley A, slides along th esmooth sides of a rectangular wedge of mass m, which rests on a smooth horizontal plane. Find the distance covered by the wedge on the horizontal plane till the mass m_(1) is lowered by the vertical distance h.

Two bodies of masses m_1 and m_2 are connected by a light string going over a smooth lilght pulley at the end of an incline. The mass_1 lies on the incline m_2 hangs vertically. The system is t rest. Find the angle of the incline and the fore exerted by the incline on the body of mass m_1.

Two particles of mass m and 2m are connected by a string of length L and placed at rest over a smooth horizontal surface. The particles are then given velocities as indicated in the figure shown. The tension developed in the string will be