Graph the image of V(0, -2) after a rotation 180° clockwise around the origin.

To perform a 180° clockwise rotation around the origin, you can use the rule that transforms any point (x, y) to (-x, -y).

For the point V(0, -2):

– The x-coordinate remains the same: 0 becomes -0, which is still 0.
– The y-coordinate changes from -2 to -(-2), which is 2.

So, the image of V(0, -2) after a 180° rotation around the origin is (0, 2).

The correct answer is A) (0, 2).