The height of a golf ball is given by f(t) = 16t² + 86t + 1.4 where f(t) represents the height of the golf ball in feet, and t is the number of seconds that has elapsed. Round all values to three decimal places. - A) Find f (0) = B) Find f(4) = feet feet C) Find the time it takes for the golf ball to reach it's maximum height. seconds

Elementary Algebra
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Chapter10: Quadratic Equations
Section10.4: Solve Applications Modeled By Quadratic Equations
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The height of a golf ball is given by
16t² + 86t + 1.4
f(t) =
=
where f(t) represents the height of the golf ball in feet, and t is the number of seconds that has
elapsed.
Round all values to three decimal places.
A) Find f(0)
B) Find f(4)
=
=
feet
feet
C) Find the time it takes for the golf ball to reach it's maximum height.
seconds
D) What is the maximum height?
feet
E) When will the golf ball hit the ground?
seconds
F) When will the golf ball be 30 feet above the ground? Write your answers as a list, with your
answers separated by (a) comma(s).
seconds
Transcribed Image Text:The height of a golf ball is given by 16t² + 86t + 1.4 f(t) = = where f(t) represents the height of the golf ball in feet, and t is the number of seconds that has elapsed. Round all values to three decimal places. A) Find f(0) B) Find f(4) = = feet feet C) Find the time it takes for the golf ball to reach it's maximum height. seconds D) What is the maximum height? feet E) When will the golf ball hit the ground? seconds F) When will the golf ball be 30 feet above the ground? Write your answers as a list, with your answers separated by (a) comma(s). seconds
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