Suppose the path of a golf ball in a chip shot from a small hill, follows the path graphed by the quadratic function f(d)= -1.6d^2+3.3d+0.2 where d is the horizontal distance the ball travels, and the f(d) is the height, in meters, of the ball at d horizontal meters. find the maximum height of the ball and the horizontal distance the ball traveled to reach its maximum height. a. maximum height: 1.03 meters, to reach maximum height: 1.90 meters horizontally b. maximum height: 0.2 meters, to reach maximum height: 1.03 meters horizontally c. maximum height: 1.90 meters, to reach maximum height: 1.03 meters horizontally d. maximum height: 1.03 meters, to reach maximum height: 1.6 meters horizontally