Use the three steps to solve the problem. maple syrup worth $6.00 a gallon and corn syrup worth. 80 cents a gallon are used to make a mixture worth $2.36 a gallon. how many gallons of each kind of syrup are need to make 50 gallons of the mixture? {maple syrup: a0 gallons, corn syrup: a1gallons}

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Mathematics

Deanna Fitzpatrick

22 January, 16:56

Use the three steps to solve the problem. maple syrup worth $6.00 a gallon and corn syrup worth. 80 cents a gallon are used to make a mixture worth $2.36 a gallon. how many gallons of each kind of syrup are need to make 50 gallons of the mixture? {maple syrup: a0 gallons, corn syrup: a1gallons}

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Cassandra Macdonald · Answer 1

Cost of maple syrup = $6.00 a Gallon Cost of corn syrup = 0.80 cents a Gallon Cost of the syrup mixture = $2.36 a Gallon There is mixture of 50 Gallons Lets maple syrup be x gallons, so corn syrup be 50-x gallons Hence, 6*x + 0.80 (50-x) = 2.36*50 6x + 40 - 0.8x = 118 5.2x = 78 = > x = 78/5.2 = > x = 15 So Maple will be syrup be 15 gallons. Corn syrup will be 35 gallons.