9514 1404 393
Answer:
(13, 16)
Step-by-step explanation:
Vertically, the y-coordinate of point C is midway between those of points A and B:
Cy = (Ay +By)/2 = (2 +30)/2 = 16
Point C is at the opposite corner of two squares from point B, so the x-coordinate of point C will be the same amount less than B's x-coordinate as C's y-coordinate is from B's.
Cx = Bx -(By -Cy)
Cx = 27 -(30 -16) = 27 -14
Cx = 13
The coordinates of point C are (Cx, Cy) = (13, 16).
