Question

figure r was rotated about the center shown by 180°. which figure is the image of r? choose 1 answer

Explanation:

Step1: Recall 180 - degree rotation property

A 180 - degree rotation about a point turns a figure upside - down. The orientation of the figure is reversed. Each point (x,y) on the original figure is transformed to (-x,-y) with respect to the center of rotation.

Step2: Analyze each option

Check the position and orientation of the figure relative to the center of rotation. In a 180 - degree rotation, the figure should be on the opposite side of the center of rotation and flipped.

Answer:

(Without seeing the actual options clearly labeled, assume the correct option based on the 180 - degree rotation rules. If we assume the options are A, B, C, D in order from top to bottom in the image you provided, you need to pick the one where the figure is on the opposite side of the center of rotation and has an inverted orientation compared to the original Figure R). For example, if Option C shows the figure on the opposite side of the center with the correct inverted orientation, then the answer is C. You need to visually inspect and pick the correct one among the given options based on the 180 - degree rotation concept.)