Explanation:

In mechanics, the term "couple moment" refers to a system of forces that consists of two equal and opposite forces that are parallel to each other but do not share the same line of action. When a couple moment is applied to an object, it creates a rotational effect or torque.

The force acting on an object can be divided into two components: the magnitude of the force and the distance of the axis from the point of action of the force. This is known as the moment of the force or torque. The moment of a force is given by the formula:

Moment = Force × Distance

where the distance is the perpendicular distance from the axis of rotation to the line of action of the force.

Dividing the Force:
When we divide the force, we are essentially splitting it into its components: the magnitude of the force and the distance of the axis from the point of action of the force. This division allows us to analyze the effect of the force on the object's rotation.

Determining the Distance:
By dividing the force and considering the distance of the axis from the point of action of the force, we can determine the moment or torque acting on the object. The distance is an important factor in calculating the moment of the force because it determines the lever arm or the perpendicular distance between the axis of rotation and the line of action of the force.

True or False:
The statement is true because when we divide the force, we can calculate the distance of the axis from the point of action of the force. This allows us to determine the moment or torque acting on the object, which is crucial in analyzing rotational motion. Dividing the force helps us understand the effect of the force on the object's rotation and enables us to make accurate calculations and predictions.

Therefore, option 'A' (True) is the correct answer.