the cost to own and operate a car depends on many factors, including gas prices, insurance costs, size of…

the cost to own and operate a car depends on many factors, including gas prices, insurance costs, size of car, and finance charges. the average cost per mile to own and operate a small sedan in a country was $0.449 if you drive 20,000 mi. or more annually. the total cost is a function of the number of miles driven and can be represented by the function c = 0.449m. when you finally take your car to the junkyard, the odometer reads 150,000 miles. complete parts a through g. (type an ordered pair, using integers or decimals. do not use commas in the individual coordinates.) e. use the table feature of a graphing calculator to create a table of values with a beginning input of 0. use increments of 5000 miles. (simplify your answers.) x y1 0 5000 10000 15000 20000 25000 30000 35000 40000 45000 50000

the cost to own and operate a car depends on many factors, including gas prices, insurance costs, size of car, and finance charges. the average cost per mile to own and operate a small sedan in a country was $0.449 if you drive 20,000 mi. or more annually. the total cost is a function of the number of miles driven and can be represented by the function c = 0.449m. when you finally take your car to the junkyard, the odometer reads 150,000 miles. complete parts a through g. (type an ordered pair, using integers or decimals. do not use commas in the individual coordinates.) e. use the table feature of a graphing calculator to create a table of values with a beginning input of 0. use increments of 5000 miles. (simplify your answers.) x y1 0 5000 10000 15000 20000 25000 30000 35000 40000 45000 50000

Answer

Explanation:

Step1: Recall the cost - function

The cost function is $C = 0.449m$, where $C$ is the total cost and $m$ is the number of miles driven.

Step2: Calculate $Y_1$ values for each $X$ value

For $X = 0$: $Y_1=0.449\times0 = 0$ For $X = 5000$: $Y_1=0.449\times5000=2245$ For $X = 10000$: $Y_1=0.449\times10000 = 4490$ For $X = 15000$: $Y_1=0.449\times15000=6735$ For $X = 20000$: $Y_1=0.449\times20000 = 8980$ For $X = 25000$: $Y_1=0.449\times25000=11225$ For $X = 30000$: $Y_1=0.449\times30000 = 13470$ For $X = 35000$: $Y_1=0.449\times35000=15715$ For $X = 40000$: $Y_1=0.449\times40000 = 17960$ For $X = 45000$: $Y_1=0.449\times45000=20205$ For $X = 50000$: $Y_1=0.449\times50000 = 22450$

X Y1
0 0
5000 2245
10000 4490
15000 6735
20000 8980
25000 11225
30000 13470
35000 15715
40000 17960
45000 20205
50000 22450