The manufacturer will supply gaming systems to a third city based on the supply equation shown below.
• Supply equation for first two gliex: -1.5x + y = 320
Supply cquation for third city: 3x – 2y = 370
7. At what price will the manufacturer supply all three cities with the same
number of gaming systems? You may solve either algebraically or
graphically. Show all work and explain your response.
.

After 5 months, they would both have the same cost. If you were to cancel after 9 months, you would cancel $320 for the first option and $360 for the second option.

To solve this, you need to create an equation. You get $50+30x and let x=number of months. This would tell you how much you need to pay for option 1. In option 2, you would have $40x. This is because there is no setup fee and so there would only be the monthly cost.We then set thos equations both equal to each other because the first question asks for the options to be the same price. For the second question, you would need to substitute 9 for the x in those equations. That would have you find out which is more expensive.