What figure has an infinite number of lines of symmetry?
Can you elaborate on your question?
To determine what figure has an infinite number of lines of symmetry, let's first understand what symmetry is. Symmetry refers to a balanced arrangement of objects or shapes that are identical or similar when divided by a line, plane, or point.
In order for a figure to have lines of symmetry, each line must divide the figure into two mirror images that are identical or congruent. If a figure has an infinite number of lines of symmetry, this means that it can be folded or divided in various ways, and each fold or line will result in a symmetric shape.
One such figure with an infinite number of lines of symmetry is a circle. A circle has infinite lines of symmetry passing through its center point. No matter where you draw a line passing through the center point of a circle, the resulting halves will always be symmetrical.
So, in conclusion, a circle is an example of a figure that has an infinite number of lines of symmetry.