The cost of an appliance whose purchase price is $600 and annual hydro cost is $115 is given 600 +115n by the function C(n) = where Cis the annual cost, in dollars, and n is the number of years. Show all your work. Clearly label all cases (a, b, c) a) Determine x-intercept(s) if it exists. b) Determine y-intercept(s) if it exists. c) Determine the equations of the horizontal asymptote if it exists.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 33E
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The cost of an appliance whose purchase price is $600 and annual hydro cost is $115 is given
600 +115n
by the function C(n) =
where Cis the annual cost, in dollars, and n is the number
of years.
Show all your work. Clearly label all cases (a, b, c)
a) Determine x-intercept(s) if it exists.
b) Determine y-intercept(s) if it exists.
c) Determine the equations of the horizontal asymptote if it exists.
d) Determine the equations of the vertical asymptote(s) if it exists.
e) State the domain of the entire function.
f) State the domain for the real-life situation.
g) State the range of the entire function.
h) State the range for the real-life situation.
i) Determine the number of years needed to reduce the annual cost to below $180
Transcribed Image Text:The cost of an appliance whose purchase price is $600 and annual hydro cost is $115 is given 600 +115n by the function C(n) = where Cis the annual cost, in dollars, and n is the number of years. Show all your work. Clearly label all cases (a, b, c) a) Determine x-intercept(s) if it exists. b) Determine y-intercept(s) if it exists. c) Determine the equations of the horizontal asymptote if it exists. d) Determine the equations of the vertical asymptote(s) if it exists. e) State the domain of the entire function. f) State the domain for the real-life situation. g) State the range of the entire function. h) State the range for the real-life situation. i) Determine the number of years needed to reduce the annual cost to below $180
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