Question 5. A home computer costs $9/year in electricity costs. If a new computer costs $2000 to purchase and lasts for 5 years, find the following: a) Determine the total annual cost for this computer. Make sure you include the cost of the electricity, and remember you have the computer for 5 years. b) Determine a function that gives the annual cost of a computer as a function of the number of years you own the computer. c) Sketch the graph of the function you have developed in (b). d) What are the asymptotes for this function and what do they mean in the context of the problem? Is this realistic?
Question 5. A home computer costs $9/year in electricity costs. If a new computer costs $2000 to purchase and lasts for 5 years, find the following: a) Determine the total annual cost for this computer. Make sure you include the cost of the electricity, and remember you have the computer for 5 years. b) Determine a function that gives the annual cost of a computer as a function of the number of years you own the computer. c) Sketch the graph of the function you have developed in (b). d) What are the asymptotes for this function and what do they mean in the context of the problem? Is this realistic?
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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the equation of the function is A(t) = (2000+9t)/t
Please solve sub part d)
Transcribed Image Text:Question 5.
A home computer costs $9/year in electricity costs. If a new computer costs $2000
to purchase and lasts for 5 years, find the following:
a) Determine the total annual cost for this computer. Make sure you include the
cost of the electricity, and remember you have the computer for 5 years.
b) Determine a function that gives the annual cost of a computer as a function of
the number of years you own the computer.
c) Sketch the graph of the function you have developed in (b).
d) What are the asymptotes for this function and what do they mean in the
context of the problem? Is this realistic?
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