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Mathematics, 07.07.2019 05:00 fordkenae

Give brainiest to whoever answers    1. suppose the path of a golf ball, in a chip shot from a small hill, follows the path graphed by the quadratic function Ζ’(d) = –1.6d2 + 3.3d + 0.2 where d is the horizontal distance the ball travels, and Ζ’(d) is the height, in meters, of the ball at d horizontal distance. find the total horizontal distance the ball traveled while in the air. a. 2.12 meters horizontally b. 2.26 meters horizontally c. 1.84 meters horizontally d. 2.95 meters horizontally 2. suppose the path of a golf ball, in a chip shot, follows the path graphed by the quadratic function Ζ’(d) = –1.6d2 + 3.3d + 0.2 where d is the horizontal distance the ball travels, and Ζ’(d) is the height, in meters, of the ball at d horizontal meters. identify the domain and range that matches this situation. a. domain: [0,2.07] horizontal meters; range: [0, 1.72] vertical meters b. domain: [0,2.07] horizontal meters; range: [0, 1.72] vertical meters c. domain: [0,2.12] horizontal meters; range: [0, 1.90] vertical meters d. domain: [0,2.07] horizontal meters; range: [0, 1.72] vertical meters

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