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Identify the transformation that maps the figure onto itself

A) rotate 180 clockwise about (8, 4) and reflect across the Line y-8

B) rotate 180, clockwise about (8,4) and reflect across the Line x=8

C) rotate 180 clockwise about (7,1) and reflect across the Line y 1
D) rotate 180 clockwise about (7,1) and reflect across the line x-8

Identify the transformation that maps the figure onto itselfA rotate 180 clockwise about 8 4 and reflect across the Line y8B rotate 180 clockwise about 84 and r class=

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sqdancefan
The only sensible choice is ...
   B) rotate 180° clockwise about (8,4) and reflect across the Line x=8.

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All the other choices appear to have typographical errors (and they don't work).

The point (8,4) is the center of rotational symmetry for the figure, and the line x=8 is a line of symmetry. Either transformation will map the figure to itself, as will both transformations together.

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