The annual fixed costs of owning a small sedan are $4407, assuming the car is completely paid for. The cost to drive the car is approximately $0.17 per mile. Write a linear equation that relates the cost C and the number x miles driven annually.
1 answer:
Answer:
y(Cost)=.17x(x=miles)+4407
y=.17x+4407
Step-by-step explanation:
The cost of the vehicle is 4407$ fixed, with .17$ per mile. A liner equation, y=mx+b can be substituted with m being the cost per mile and 4407$ being the fixed annual value. Y is the total Cost of everything.
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It is A'C' because when the figure is dilatted the corresponding figure has " by it. hopes this helps :)
Hmm, one way we can do this is by assigning numbers to each A=4 and B=3 A>B because 4>3 so A. 2(A+B)=2(4+3)=2(7)=14 B. A+B^2=4+3^2=4+9=13 C. A^2+B^2=4^2+3^2=16+9=25 D. A^2-B^2=4^2-3^2=16-9=7 the largest is 25 so C
You answer is correct. For example Even: 16+4 = 20 194+4=198 Odd: 13+4=17 235+4=239
It would be B. Because if x = -8 2x= -16-2 would be-18