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User Virgilia
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Given a coordinate plane

For each point, we will make a rotation about the origin

A: ( 9, 3) Clockwise by 90

The rule of rotation will be:


(x,y)\rightarrow(y,-x)

So, the image of A will be A' = ( 3, -9)

B: ( -4, 7 ) counterclockwise 90

the rule of rotation will be:


(x,y)\rightarrow(-y,x)

So, the image of B will be B' = ( -7, -4)

C: ( 6, -5) by 180

The rule of rotation will be:


(x,y)\rightarrow(-x,-y)

so, the image of C will be C' = (-6, 5)

D: ( -8, -2) clockwise by 90

So, the image of D will be D' = ( -2, 8)

User Egretos
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