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A ball is thrown vertically upward. After t seconds, its height h (in feet) is given by the function h(t)=72t-16t^2. After how long will it reach its maximum height?
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Apr 16, 2021
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A ball is thrown vertically upward. After t seconds, its height h (in feet) is given by the function h(t)=72t-16t^2. After how long will it reach its maximum height?
Mathematics
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MrFidge
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Answer:
i coulnt answer this i love you
Xcalibur
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Apr 19, 2021
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Answer:
h(x) = 72t - 16t^2 h in feet - t in seconds
This is a formula that models the velocity of a thrown ball.
When the ball has reached the maximum height acceleration is 0.
The formula for the acceleration for this equation is the derivative of the original equation.
This equation is 72 - 32t.
Set the equation to 0.
0 = 72 - 32t t in seconds
32t = 72
t = 2.25 seconds.
Subtitute 2.25 into the original equation.
72(2.25) - 16(2.25^2) = h in feet
162 - 16(5.0625) = h in feet
162 - 81 = h in feet
81 feet = h
Explanation:
#CARRY
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Smack
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Apr 21, 2021
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Smack
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