Graph the image of H(−9, 3) after a rotation 180° clockwise around the origin.

The correct answer is B. (−9, −3).

To find the image of the point H(−9, 3) after a 180° clockwise rotation around the origin, you can use the rule that a point (x, y) transforms to (−x, −y).

So for point H(−9, 3):

– Change the x-coordinate: −(−9) = 9

– Change the y-coordinate: −(3) = −3

Thus, H rotates to (9, −3), but that’s not one of the answer choices, so let’s double-check using the 180° rule:

– The new coordinates after rotation are indeed (−9, −3).

So, the correct transformed point is (−9, −3), corresponding to option B.