Use the image to answer the question. Determine the degree of rotation that would turn the figure onto itself. (1 point) A rotation of \(\degree\) would turn the figure onto itself.

Answer 1

To determine the degree of rotation that would turn a figure onto itself, we need to analyze the symmetry of the figure.

Common figures have specific degrees of rotation that map them onto themselves:

• A circle has infinite rotational symmetries.
• A square has a rotation of 90 degrees.
• An equilateral triangle has a rotation of 120 degrees.
• A regular pentagon has a rotation of 72 degrees.

If you provide more information about the figure, I can help determine the specific degree of rotation. For example, if it is a square, the answer would be 90 degrees. If it's a triangle, the answer would be 120 degrees, and so on. Please specify the figure or its properties.