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Question
- a(-3, 5) is rotated to a(3, -5). describe the rotation.
Brief Explanations
When a point $(x,y)$ is rotated 180 - degrees about the origin, the new coordinates $(x',y')$ are given by $x'=-x$ and $y' = -y$. For point $A(-3,5)$, when rotated 180 - degrees about the origin, we get $A'( -(-3),-5)=(3,-5)$.
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180 - degree rotation about the origin.