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 rule

A 180 - degree rotation about a point (x,y) of a figure changes the orientation of the figure such that each point (a,b) in the original figure is mapped to the point (-a + 2x,-b + 2y) relative to the center of rotation. Visually, a 180 - degree rotation flips the figure across the center of rotation.

Step2: Analyze the options

Check each option to see which one has the correct orientation and position relative to the center of rotation. The figure that is flipped across the center of rotation (upside - down and reversed in the horizontal sense) compared to the original figure N is the correct image.

(Without seeing the actual figure clearly to identify the correct option from the visual choices, it's not possible to give the final answer. But the general steps for solving a 180 - degree rotation problem are as above.)

If we assume we can identify the correct option after visual inspection based on the 180 - degree rotation concept:

Answer:

<The option that shows the figure N flipped 180 - degrees about the given center>