"> (Answered) If a player shoots an underhand foul shot, then the path of the pall can be modeled by the function h(x)= -(136x^2/v^2)+2. - Tutorials Prime

## (Answered) If a player shoots an underhand foul shot, then the path of the pall can be modeled by the function h(x)= -(136x^2/v^2)+2.

If a player shoots an underhand foul shot, then the path of the pall can be modeled by the function h(x)= -(136x^2/v^2)+2.

If a player shoots an underhand foul shot, then the path of the pall can be modeled by the function h(x)= -(136x^2/v^2)+2.7x+3.5 where h is the height of the ball above the floor, x is the forward distance of the ball in front of the foul line, and v is the intial velocity with which the ball is shot in feet per second. (a) the center of the hoop is 10 feet above the floorÂ and 15 feet in front of the foul line. Determine the initial velocity withÂ which the ball must be shot in order for the ball to go through the hoop.(b) write the function for the path of the ball using the velocity found in partÂ (a)(c) determine the h(9). What does this value represent?(d) find additional points, and graph the path of the basketball.Â Â Â

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This question was answered on: Jan 02, 2020

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