A body of weight W1 is suspended from the ceiling of a room through a chain of weight W2. The ceiling pulls the chain by a force
Total weight of chain + block system is W1 +W2.
A body of weight W1 is suspended from the ceiling of a room through a chain of weight W2. The ceiling pulls the chain by a force
Total weight of chain + block system is W1 +W2.
Block A of mass 4 kg is to be kept at rest against a smooth vertical wall by applying a force F as shown in figure. The force required is (g = 10 m/s²)


For Equilibrium, F cos ( 45°) = 40
so, F = 40√2 N
In the given arrangement, the normal force applied by block on the ground is


For Equilibrium in vertical direction
F cos θ + N = mg
or N = mg - F cosθ
The value of \( \frac{T_{3}}{T_{1}} \) is
\[ \]

As the arrangement is in equilibrium T3= 150 N and T1 = 50 N
so T3/T1=3
The ratio of tension T1 and T2 is (strings are massless)

For Equilibrium Condition,
T1 = 70 N and T2 = 50 N so, T1: T2 = 7 : 5
A man of mass m is standing on a board and pulling the board of mass m up with force F by the pulley system as shown. Normal reaction between man and board is

As the person is in equilibrium net force acting on it should be zero,
so, mg = N + F
⇒ N = mg - F
In the arrangement shown, the normal reaction between the block A and ground is:

Weight of block = N.
Weight of block = N.
Tension in the string = Weight of = 20 N.
Normal reaction on , Weight of – Tension = N.
In translatory equilibrium
In translational equilibrium the net force acting on the object is zero. so the object moves with constant velocity.