HELP A certain mapping in the xyxyx, y-plane has the following properties: Point AAA maps to point A'A ′ A, prime. Every point PPP maps to point P'P ′ P, prime such that: \overline{PP'} PP ′ start overline, P, P, prime, end overline has a length of AA'AA ′ A, A, prime \overrightarrow{PP'} PP ′ P, P, prime, with, \overrightarrow, on top is parallel to \overrightarrow{AA'} AA ′ A, A, prime, with, \overrightarrow, on top and points in the same direction as \overrightarrow{AA'} AA ′ A, A, prime, with, \overrightarrow, on top. Which transformation does the mapping define? Choose 1 Choose 1
(Choice A) A translation

(Choice B) A reflection

(Choice C) A rotation

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