The statement is True.
Explanation:
1. The point around which a shape can be reflected without changing any of its characteristics is called the "center of symmetry" or the "point of reflection."
2. When a shape is reflected across this point, its position changes, but its size, shape, and orientation remain the same.
3. This concept is essential in geometry and symmetry, where shapes can be mirrored or reflected across a point to create identical or symmetrical images.
In summary, a point around which a shape can be reflected without changing any of its characteristics is known as the center of symmetry or the point of reflection. This point helps maintain the shape's properties while creating a mirrored image.
