Answer:
(x,y) => (x, -y)
Explanation:
- U in -x, y -> U' in -x, -y
(transformation : x to x and y to -y)
- T in -x, -y -> T' in -x, y
(transformation : -x to -x (stand) and -y to y)
- V in -x, y -> V' in -x, -y
(transformation : -x to -x (stand) and y to -y)
So The Rule is :
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