What are the coordinate points of A' if A(5, 6) undergoes a rotation of:
90°
clockwise:
180°
clockwise:
270°
clockwise:
To find the coordinate points of A' after rotation, we need to use the rotation rules.
For a 90° clockwise rotation, the new x-coordinate is equal to the original y-coordinate, and the new y-coordinate is equal to the negative of the original x-coordinate. Therefore, A' for a 90° clockwise rotation is (-6, 5).
For a 180° clockwise rotation, the new x-coordinate is equal to the negative of the original x-coordinate, and the new y-coordinate is equal to the negative of the original y-coordinate. Therefore, A' for a 180° clockwise rotation is (-5, -6).
For a 270° clockwise rotation, the new x-coordinate is equal to the negative of the original y-coordinate, and the new y-coordinate is equal to the original x-coordinate. Therefore, A' for a 270° clockwise rotation is (6, -5).