Company A rents can for $40 a day and $0.33 a mile. les competitor, Company B, rents its cars for $60 a day and $0.26 a mile. Let m= miles and C(m) = cost. a) Write the equations for Company A and Company B, C(m), as a function of m, the miles driven. Company A C(m)- 1. CompanyB: C(m)- b) Company A: How much will it cost to drive 300 miles? Remember money" C(300)- $ Company B How much will it cost to drive 300 miles? Remember money!! C(300) S
Company A rents can for $40 a day and $0.33 a mile. les competitor, Company B, rents its cars for $60 a day and $0.26 a mile. Let m= miles and C(m) = cost. a) Write the equations for Company A and Company B, C(m), as a function of m, the miles driven. Company A C(m)- 1. CompanyB: C(m)- b) Company A: How much will it cost to drive 300 miles? Remember money" C(300)- $ Company B How much will it cost to drive 300 miles? Remember money!! C(300) S
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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Transcribed Image Text:30
Company A rents cars for $40 a day and $0.33 a mile. Its competitor, Company B, rents its cars for $60 a day and $0.26 a mile. Let m= miles and C(m) cost.
a) Write the equations for Company A and Company B, C(m), as a function of m, the miles driven.
CompanyA C(m)
12
CompanyB: C(m)
b) Company A: How much will it cost to drive 300 miles? Remember money
C(300) S
Company B How much will it cost to drive 300 miles? Remember money!!
C(300) S
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