Cost Comparison between Two Truck Rental Companies

Which two truck rental companies is Jayden deciding between?

Jayden is deciding between Company A and Company B.

What are the cost equations for each company?

Company A: C = 85 + 1.5M
Company B: C = 65 + 2.5M

Jayden is deciding between two truck rental companies.

By creating cost equations for each company and plugging in the number of miles he plans to drive, he can decide which company is more cost-effective.

Jayden is deciding between two truck rental companies, Company A and Company B. To make the best decision, he needs to compare the total costs from both companies given the number of miles he plans to drive. Company A charges an initial rental fee of $85 plus $1.50 per mile driven. Therefore, the total cost for Company A can be represented by the equation C = 85 + 1.5M.

On the other hand, Company B charges an initial fee of $65 plus $2.50 per mile driven. Hence, the total cost for Company B can be represented by the equation C = 65 + 2.5M. Here, C represents the total cost and M represents the total miles he plans to drive.

By substituting the number of miles he plans to drive into both equations, Jayden can decide which company would be more cost effective for him.