Question

micaela tried to rotate the square 180° about the origin. is her rotation correct? if not, explain why. no, she translated the figure instead of rotating it. no, she reflected the figure instead of rotating it. no, the vertices of the image and pre - image do not correspond. yes, the rotation is correct.

Explanation:

When rotating a point $(x,y)$ 180 - degrees about the origin, the new point is $(-x,-y)$. For a square, all vertices should follow this rule. In the given rotation, the vertices of the image and pre - image do not follow the 180 - degree rotation rule about the origin. For example, if we consider the vertices of the square, their new positions are incorrect for a 180 - degree rotation about the origin.

Answer:

No, the vertices of the image and pre - image do not correspond.