if force acts on body WHOSE ACTION LINE does not Passes through its center of gravity then body will experience A ANGULAR ACCELERATION b linear acceleration C ZERO ACCELERATION D ZERO ACCELERATION

Angular acceleration only

Angular acceleration

Angular acceleretion only.

If a force acts on a body whose action line does not pass through its center of gravity, the body will experience both linear acceleration (option B) and angular acceleration (option A).

To understand this concept, let's go through the explanation step by step:

1. Linear acceleration: Linear acceleration refers to the change in an object's velocity in a straight line. When a force acts on a body, it causes the body to accelerate in the direction of that force. The magnitude of this linear acceleration depends on the mass of the body and the applied force according to Newton's second law of motion (F = ma).

2. Angular acceleration: Angular acceleration, on the other hand, refers to the rate at which the body's rotational speed changes. When a force is applied to a body, which does not pass through its center of gravity, it creates a moment or torque around the center of gravity. This torque causes the body to rotate or experience angular acceleration. The magnitude of angular acceleration depends on the magnitude of the force, the distance from the center of gravity to the line of action of the force (known as the lever arm), and the moment of inertia of the body.

So, in summary, when a force acts on a body whose action line doesn't pass through its center of gravity, both linear acceleration and angular acceleration will occur.

LOL, try it with anything on your desk, gently !

it will experience BOTH angular acceleration (spin) and linear acceleration.