Question

which of the following reflective symmetries apply to the square below?
symmetry applies to the figure?
reflective symmetry over \\( \overline { a e } \\)
reflective symmetry over \\( \overline { d h } \\)

Explanation:

Step1: Analyze reflective symmetry over $\overline{AE}$

Reflective symmetry means that when you reflect the figure over the line, the two halves match. For the line $\overline{AE}$, if we reflect the left - hand side of the square over $\overline{AE}$, it will match the right - hand side.

Step2: Analyze reflective symmetry over $\overline{DH}$

For the line $\overline{DH}$, if we reflect the upper - half of the square over $\overline{DH}$, it will match the lower - half.

Answer:

Reflective symmetry over $\overline{AE}$: Yes; Reflective symmetry over $\overline{DH}$: Yes