Home
Class 12
PHYSICS
A 60 mm radius wheel is connected to a f...

A `60 mm` radius wheel is connected to a fixed support `D` by two links `AB` and `BD`. At the instant shown, the velocity of the centre `A` of the wheel is `30m//s` to the left. Rod `AB` and `BD` have equal length `l=5m`.
Velocity of pin `B` will be

A

`16sqrt(2)m//s`

B

`5sqrt(2)m//s`

C

`15sqrt(2)m//s`

D

None of these

Text Solution

Verified by Experts

Promotional Banner

Similar Questions

Explore conceptually related problems

A 60 mm radius wheel is connected to a fixed support D by two links AB and BD . At the instant shown, the velocity of the centre A of the wheel is 30m//s to the left. Rod AB and BD have equal length l=5m . The angular velocity of rod BD is

A 60 mm radius wheel is connected to a fixed support D by two links AB and BD . At the instant shown, the velocity of the centre A of the wheel is 30m//s to the left. Rod AB and BD have equal length l=5m . The angular velocity of rod AB will be

A rod length AB is moving with ends remaining in contact with frictionless wall and floor . If at the instant shown , the velocity of the and B is 3 m s^(-1) towards the negative x-direction , then the magnitude of the velocity of the end A wll be

Two particles A and B connected by a rigid rod AB. The rod slides along two perpendicular rails as shown. The velocity of A to the left is 10 m/s. What is the velocity of B, when angle theta is 37^(@) ?

The instaneous velocity of point B of the given rod of length 0.5 is 3m/s in the represented direction. The angualr velocity of the rod for minimum velocity of end A is

Two particles A and B are connected by a rigid rod AB. The rod slides along perpendicular rails as shown here. The velocity of A to the left is 10 m/s . What is the velocity of B when angle alpha = 60^(@) ?

In a diagram shown, a rod of mass M has beed fixed on a ring of the same mass. The whole system has been placed on a perfectly rough surface. The system is gently displaced so that the ring starts rolling. The velocity of the centre of the ring when the rod becomes horizontal is (the length of the rod is equal to the radius of the ring)

A spherical bob of mass m and radius R is attached to a fixed point by means of a massless rigid rod whose length from the point of support up to the centre of bob is l. Find the period of small oscillation.

A uniform rod AB of mass M and length sqrt(2)R is moving in a veritcal plane inside a hollow sphere of radius R . The sphere is rolling on a fixed horizontal surface without slipping with velocity of its centre of mass 2v . When the end B is the lowest position, its speed is found to be v as shown in the figure. If the kinetic energy of the rod at this instant is (4)/(K)Mv^(2) . Find K .

A rod of length 1m is sliding in a corner as shown. At an instant when the rod makes an angle of 60^(@) with the horizontal plane, the velocity of point A on the rod is 1 m/s. The angular velocity of the rod at this instant is :