A ball is thrown straight upward. The function f(t) = - 16t + 48t describes the ball's height above the ground, f(t), in feet, t seconds after it is thrown. Complete parts a through c. a. Find f(1). f(1) = Interpret f(1). The ball is feet above the ground after seconds. b. Find f(3). f(3) = Interpret f(3). seconds. The ball is feet above the ground after c. Factor the polynomial - 16t + 48t and write the function in factored form. f(t)

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.3: Zeros Of Polynomials
Problem 67E
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Unit 4: Polyno x
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10., A ball is thrown straight upward. The function f(t) = – 16t + 48t describes the ball's height above the ground, f(t), in feet, t
seconds after it is thrown. Complete parts a through c.
%3D
a. Find f(1).
f(1) =
Interpret f(1).
seconds.
The ball is
feet above the ground after
b. Find f(3).
f(3) D
Interpret f(3).
seconds.
The ball is
feet above the ground after
c. Factor the polynomial -16t + 48t and write the function in factored form.
f(t) 3D
2
5:22
Σ
Transcribed Image Text:Unit 4: Polyno x DDo Homewor x Wordtune Edi x6 Unit 4 DB P x S Unit 4 HW 5.3 X 89c71f997f3da64e828d8b8a5e9115c340f0dbe/MyFiles/Downloads/Unit%204%20HW%205.3%20Greatest%20C.. 身 : Paraphrasing Tool,. |E Reading list cors and Factorin-A.. 2 / 2 110% 2 10., A ball is thrown straight upward. The function f(t) = – 16t + 48t describes the ball's height above the ground, f(t), in feet, t seconds after it is thrown. Complete parts a through c. %3D a. Find f(1). f(1) = Interpret f(1). seconds. The ball is feet above the ground after b. Find f(3). f(3) D Interpret f(3). seconds. The ball is feet above the ground after c. Factor the polynomial -16t + 48t and write the function in factored form. f(t) 3D 2 5:22 Σ
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