Home
Class 12
PHYSICS
In the shown figure the tension in the h...

In the shown figure the tension in the horizontal cord is 30N. Find the weight of the body B.

Text Solution

Verified by Experts


(i) isolate the point P
(ii) The forces acting on it are:
Unknown tension `T_(2)` in cord 2
Unknown tension `T_(1)` in cord 1.
Known tension of 30N in the horizontal cord.
(iii) `T_(2)` is resolved along x and y axes.
(iv) Condition of equilibrium:
`SigmaF_(x)=0 rArr 30-T_(2) sin 45^(@)=0 " " (1)`
and `Sigma F_(y)=0 rArr T_(2) cos 45^(@)-T_(1)=0 " " (2)`
Since body B is also in equilibrium,
Hence `T_(1)=W" " (3)`
(v) After solving these equations,
we get `W=30N`
Promotional Banner

Similar Questions

Explore conceptually related problems

As shown in figure the tension in the horizontal cord is 30 N . The weight W and tension in the string OA in Newton are

As shown in figure the tension in the horizontal cord is 30 N . The weight W and tension in the string OA in Newton are

For the system shown in figure, the tensions in the string

The horizontal component of the weight of a body of mass m is

All the string in figure are massless. Tension in the horizontal string is 30N . Find W .

The bob of the pendulum shown in figure describes an arc of a circle in a vertical plane. If the tension in the cord is 2.5 times the weight of the bob for the position shown. Find the velocity and the acceleration of the bob in that position.

The bob of a 0.2 m pendulum describs an arc of circle in a vertical plane. If the tension in the cord is sqrt(3) times the weight of the bob when the cord makes an angle 30^(@) with the vertical, the acceleration of the bob in that position is g//n . Find value of n .

In figure the tension in the diagram string is 60 N (a) Find the magnitude of the horizontal force F_(1) and F_(2) that must be applied to hold the system In the position shown. (b) What is the weight of the suspended block?

A small mass m and its supporting wire because a simple pendulum when the horizontal cord is cut . Find the ratio of the tension in the supporting wire immediately after the cord is cut to the tension in the wire before the cord is cut

The tension T in the string shown in figure is