(1) (3,0)(3,0)(3,0) y=(x−3)2y = (x-3)^2y=(x−3)2 (2) (2,3)(2,3)(2,3) y−3=(x−2)2y=(x−2)2+3y - 3 = (x-2)^2 \qquad y = (x-2)^2 + 3y−3=(x−2)2y=(x−2)2+3 (3) (1,−2)(1,-2)(1,−2) y−(−2)=(x−1)2y=(x−1)2−2y - (-2) = (x-1)^2 \qquad y = (x-1)^2 - 2y−(−2)=(x−1)2y=(x−1)2−2 (4) (−2,1)(-2,1)(−2,1) y−1=(x−(−2))2y=(x+2)2+1y - 1 = \left(x - (-2)\right)^2 \qquad y = (x+2)^2 + 1y−1=(x−(−2))2y=(x+2)2+1