What happens to the center of gravity when an object is balanced?

When an object is balanced, the center of gravity is located at a point where the weight of the object is evenly distributed on either side. This means that if you were to imagine drawing a vertical line through the center of gravity, the mass or weight on both sides of that line would be equal, allowing the object to remain stable and not tip over in any direction.

Balancing occurs when the downward force of gravity acting on the object is counteracted by an equal and opposite force, usually provided by a support surface. As a result, the overall force created by the mass on one side balances out the force on the other side, ensuring that the center of gravity remains at a point that is equally supported. In contrast to the other options, which imply shifts or indeterminate states, a balanced object maintains this symmetrical distribution of weight, centralizing its center of gravity at a distinct point.