Asked by Marcus
Four cheeseburgers and five milkshakes cost a total of $25.50. Two milkshakes cost $1.75 more than one cheeseburger, and also find the cost of a milkshake.
(A)$3.25 for a cheeseburger and $250 for a milkshake.
(B)$3 for a cheeseburger and $2.90 for a milkshake.
(c) $ 4.15 for a cheeseburger $1.50 for a milkshake.
(D)$.95 for a cheeseburger and $2 for a milkshake
(A)$3.25 for a cheeseburger and $250 for a milkshake.
(B)$3 for a cheeseburger and $2.90 for a milkshake.
(c) $ 4.15 for a cheeseburger $1.50 for a milkshake.
(D)$.95 for a cheeseburger and $2 for a milkshake
Answers
Answered by
Steve
4c + 5m = 25.50
2m = c+1.75
Now just solve the two equations, using your favorite method. I get (A) assuming a missing decimal point.
2m = c+1.75
Now just solve the two equations, using your favorite method. I get (A) assuming a missing decimal point.
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