Answer:
The image point is (5-(8), (-3) + 4) = (-3, 1).
The image point is (2(2), 3(6)) = (4, 18).
Explanation:
Image point: To find the image point of the preimage (8, -3) under the transformation (x, y) (5-x, y + 4), we need to substitute the preimage values into the transformation formula:
(x, y) (5-x, y + 4)
(8, -3) (5-(8), (-3) + 4)
The image point is (5-(8), (-3) + 4) = (-3, 1).
Image point: To find the image point of the preimage (2, 6) under the transformation (x, y) (2x, 3y), we need to substitute the preimage values into the transformation formula:
(x, y) (2x, 3y)
(2, 6) (2(2), 3(6)).
The image point is (2(2), 3(6)) = (4, 18).