Create and solve a linear quadratic system to solve the problem. An elevator In a hotel moves at 20 feet per second. Leaving from the ground floor, its height in feet aftert seconds is glven by the formula h (t) = 20t. A bolt comes loose in the elevator shaft above, and Its helight In feet after falling fort seconds is given by h (t) =-16t2+200. At what time and at what height does the bolt hit the elevator? Give the system of equations. h(t) =-16t2 + 200
Create and solve a linear quadratic system to solve the problem. An elevator In a hotel moves at 20 feet per second. Leaving from the ground floor, its height in feet aftert seconds is glven by the formula h (t) = 20t. A bolt comes loose in the elevator shaft above, and Its helight In feet after falling fort seconds is given by h (t) =-16t2+200. At what time and at what height does the bolt hit the elevator? Give the system of equations. h(t) =-16t2 + 200
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Transcribed Image Text:Create and solve a linear quadratic system to solve the problem.
An elevator In a hotel moves at 20 feet per second. Leaving from the ground floor, Its helght In feet after t
seconds Is glven by the formula h(t)-20t.A bolt comes loose In the elevator shaft above, and Its helght
In feet after falling for t seconds Is glven by h (t)=-16+200. At what time and at what helght does the
bolt hit the elevator?
Give the system of equations.
h(t)=-16t+200
h(t)=
The solutions appear to be about
Dand (
).
The bolt hits the elevator
seconds later, at a height of
feet.
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