A deli sells sliced meat and cheese. one customer purchases 4 pounds of meat and 5 pounds of cheese for a total of $30.50. a sandwich shop owner comes in and purchases 11 pounds of meat and 14 pounds of cheese for $84.50. the system of equations below represents the situation. 4x 5y = 30.50 11x 14y = 84.50 the variable x represents the. the variable y represents the. the deli charges $.

Question

Jocelyn

Mathematics

9 March, 06:58

A deli sells sliced meat and cheese. one customer purchases 4 pounds of meat and 5 pounds of cheese for a total of $30.50. a sandwich shop owner comes in and purchases 11 pounds of meat and 14 pounds of cheese for $84.50. the system of equations below represents the situation. 4x 5y = 30.50 11x 14y = 84.50 the variable x represents the. the variable y represents the. the deli charges $.

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Jovan · Answer 1

The question is very broken so I will find the price for both. I will be using elimination beginning with Y. 4x+5y=30.50 multiplied by 2.8 to make 11.2x+14y=85.40. Subtract the second equation to get. 2x =.9 making x 9/2 or $4.50. That is the price of meat. Plug it in to get the price of cheese. Either equation will work, but I will use the first. 4.5x4 is 18, which means only $12.5 is left to distribute among 5 pounds of cheese. This means $2.50 is the price of cheese by the pound.