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@Will.H
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@563blackghost
For 90 degrees counterclockwise rotation use the following (x,y) --> (-y,x) I will do the 1st point and u do the others J(-4,1) --> J'(-1,-4)
For B reflection across y axis follows the rule (x,y) --> (-x,y) So I'll do the 1st point Jj(-4,1) --> J''(4,1)
K(-4,-2) K'(-2,-4)
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Rotation for the rest of the points K(-4,-2) --> K'(2,-4) L(-3,-1) --> L'(1,-3)
L(-3,-1) L'(-1,-3) is that correct?
Reflection rest of the points K(-4,-2) --> K''(4,-2) L(-3,-1) --> L''(3,-1)
Make sense?
yes but are my coordinates for part A correct?
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No
Remember that when there is an existence negative sign in the rule and the constant real number is also negative then the resulting is positive
I solved them for you check above
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