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Let A = (x,y) be any point in the plane 1) If l is the line y =k, then \(R_{y=k} (x,y) = (x, -y+2k)\) 2) if the line x =h, then \(R_{x=h} (x,y ) = (-x+2h, y)\) Hint: Use \(T_{(0,k)}o R_{y=0}oT_{(0,-k)}\) Please, help
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Hi, my friend. help me, girl
I tried but not get what I want.
|dw:1446846746458:dw|
Now, \(T_{(0,-k)}\) (A) = A'( -x,-y+k)|dw:1446846951439:dw|
Next is Reflection about y =0, \(R_{y=0} A' = A" (-x, y +k) |dw:1446847175376:dw|
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Last is \(T_{(0,k)} A" = A"' ( x, -y)\) |dw:1446847367821:dw|
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