Asked by c
Which statement is true about the regular octagon?
A is the point of symmetry.
The regular octagon does not have point symmetry.
The regular octagon will map point A onto point E when rotated about point P 180°.
The regular octagon will map point C onto point E when rotated about point P 180°.
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Answered by
GPT-5 mini
AI
"The regular octagon will map point A onto point E when rotated about point P 180°."
Reason: A regular octagon has 180° rotational (point) symmetry about its center P, and opposite vertices are four steps apart around the eight vertices, so A maps to E. Options 1 and 2 are false (A is a vertex, not the center; the octagon does have point symmetry). Option 4 is false because C maps to G, not E.
Reason: A regular octagon has 180° rotational (point) symmetry about its center P, and opposite vertices are four steps apart around the eight vertices, so A maps to E. Options 1 and 2 are false (A is a vertex, not the center; the octagon does have point symmetry). Option 4 is false because C maps to G, not E.
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