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arrow_back Find the image of p(-3, 5) when rotated through 360 degrees about the origin.

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What happens to the coordinates of a point that is rotated 360 degrees around the origin?

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Regardless of whether the rotation is clockwise or counter-clockwise, the coordinates of the image remain the same. This is a "full rotation" or "revolution" or "complete turn" or "full circle". It means turning around until you point in the same direction again.

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