SOLUTION: 4 Cheeseburgers and two shakes cost a total of 7.90. Two shakes cost 15 cents more than one cheeseburger. How much is a cheeseburger and the shake?

Algebra ->  Coordinate Systems and Linear Equations -> SOLUTION: 4 Cheeseburgers and two shakes cost a total of 7.90. Two shakes cost 15 cents more than one cheeseburger. How much is a cheeseburger and the shake?      Log On


   

Question 268267: 4 Cheeseburgers and two shakes cost a total of 7.90. Two shakes cost 15 cents more than one cheeseburger. How much is a cheeseburger and the shake?
Answer by scott8148(6628) About Me  (Show Source):
You can put this solution on YOUR website!
4c + 2s = 7.90

2s = c + .15

substituting ___ 4c + (c + .15) = 7.90 ___ 5c = 7.75 ___ c = 1.55

2s = (1.55) + .15 ___ s = .85