A person walking across a bridge accidentally drops an orange into the river below from a height of 40 ft. the function h=16t^2+40 gives the orange'a approximate height h above the water, in feet, after t seconds. graph the function. in how many seconds will the orange hit the water?

Question

Wright

Mathematics

12 March, 15:04

A person walking across a bridge accidentally drops an orange into the river below from a height of 40 ft. the function h=16t^2+40 gives the orange'a approximate height h above the water, in feet, after t seconds. graph the function. in how many seconds will the orange hit the water?

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Answers (1)

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Konner Hale · Answer 1

I think the given function is wrong because when you substitute any value of t, the h will always increase. the correct function, it must reach zero, it the time it reach the water. the function should be h = 16t^2 - 40

so the time the orange hit the water is when h = 40, then solve for t

40 = 16t^2 - 40

80 = 16t^2

t^2 = 80/16

t = 2.24 seconds