Answer
The coordinates change from their current form into the coordinates of the image as given below.
A (2, 2) = A' (2, -2)
B (2, 4) = B' (4, -2)
C (4, 6) = C' (6, -4)
D (6, 4) = D' (4, -6)
E (6, 2) = E' (2, -6)
Step-by-step explanation
Rotating a given coordinate A(x, y) 90° about the origin in the clockwise direction gives a new coordinate A'(y, -x)
So, to rotate this coordinate, we will first write out the given coordinates.
A (2, 2)
B (2, 4)
C (4, 6)
D (6, 4)
E (6, 2)
Recalling that the rotation makes A (x, y) change into A' (y, -x), each of these coordinates become
A (2, 2) = A' (2, -2)
B (2, 4) = B' (4, -2)
C (4, 6) = C' (6, -4)
D (6, 4) = D' (4, -6)
E (6, 2) = E' (2, -6)
Hope this Helps!!!