A utility company burns coal to generate electricity. The cost, C(p) , (in dollars) of removing p percent of 90000p the smoke stack pollutants is given by C(p) %3D 100 – p a) Find the cost to remove 30% of the pollutants. b) Find where the function is undefined. c) Interpret the meaning of the vertical asymptote. O As the company attempts to remove higher amounts of the pollutants, the cost decreases, and they will essfully be able to remove 100% of the pollutants. O As the company attempts to remove higher amounts of the pollutants, the cost rises, but the maximum they'll pay to remove 100% of the pollutants is $90,000. O As the company attempts to remove higher amounts of the pollutants, the cost rises, and they'll never have enough money to remove 100% of the pollutants.

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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A utility company burns coal to generate electricity. The cost, C(p) , (in dollars) of removing p percent of
90000p
the smoke stack pollutants is given by C(p) =
100 p
a) Find the cost to remove 30% of the pollutants.
b) Find where the function is undefined.
c) Interpret the meaning of the vertical asymptote.
O As the company attempts to remove higher amounts of the pollutants, the cost decreases, and they
will successfully be able to remove 100% of the pollutants.
O As the company attempts to remove higher amounts of the pollutants, the cost rises, but the
maximum they'll pay to remove 100% of the pollutants is $90,000.
O As the company attempts to remove higher amounts of the pollutants, the cost rises, and they'll
never have enough money to remove 100% of the pollutants.
Transcribed Image Text:A utility company burns coal to generate electricity. The cost, C(p) , (in dollars) of removing p percent of 90000p the smoke stack pollutants is given by C(p) = 100 p a) Find the cost to remove 30% of the pollutants. b) Find where the function is undefined. c) Interpret the meaning of the vertical asymptote. O As the company attempts to remove higher amounts of the pollutants, the cost decreases, and they will successfully be able to remove 100% of the pollutants. O As the company attempts to remove higher amounts of the pollutants, the cost rises, but the maximum they'll pay to remove 100% of the pollutants is $90,000. O As the company attempts to remove higher amounts of the pollutants, the cost rises, and they'll never have enough money to remove 100% of the pollutants.
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