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totally stuck can someone help please

P P'(–8, –3) for the glide reflection where the translation is (x, y) (x –2, y –5) and the line of reflection is y = –x. Find the coordinates of P

  • geometry -

    If you're looking for the original P which ends up at P', then consider the reflection.

    A point (x,y) reflected around the line y = -x becomes (-y,-x). So, the point that was reflected and ended up at (-8,-3) was (3,8).

    The point that was translated and ended up at (3,8) was (5,13).

    So, P = (5,13)

    Anyone more expert in this care to adjust my logic?

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