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Mathematics, 15.07.2020 02:01 delvin7698

ASAP FAST A volleyball is hit upward from a height of 4 feet at an initial speed of 20 feet per second. As the volleyball travels, Earth’s gravity slows it down. The height of an object dropped from a height of 4 feet is given by β„Ž()=βˆ’16^2+4. The distance in feet traveled by an object at a constant speed of 20 feet per second is given by ()=20. These two functions can be combined to build a new function, , that models the height of the volleyball as a function of time in seconds. Which choice shows how to combine β„Ž and to build ? A ()=β„Ž()βˆ’() ()=βˆ’162βˆ’20+4 B ()=()βˆ’β„Ž() ()=162+20βˆ’4 C ()=β„Ž()Β·() ()=(βˆ’162+4)(20) D ()=β„Ž()+() ()=βˆ’162+20+4

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ASAP FAST A volleyball is hit upward from a height of 4 feet at an initial speed of 20 feet per seco...
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