Inactive Tutor answered 11/30/20
Let x and y be the weights of the two types of candy in pounds.
x+y=15 --> y = 15-x
5x + 7.50y = 15(5.30) = 79.50
5x + 7.50(15-x) = 79.50
5x + 112.5 - 7.50x = 79.50
2.50x = 33
x = 13.2 lbs
y = 15-x = 1.8 lbs
Addison B.
asked 11/30/20You have one type of candy that sells for $5.00/lb and another type of candy that sells for $7.50/lb. You would like to have 15 lbs of a candy mixture that sells for $5.30/lb. How much of each candy will you need to obtain the desired mixture?
Inactive Tutor answered 11/30/20
Let x and y be the weights of the two types of candy in pounds.
x+y=15 --> y = 15-x
5x + 7.50y = 15(5.30) = 79.50
5x + 7.50(15-x) = 79.50
5x + 112.5 - 7.50x = 79.50
2.50x = 33
x = 13.2 lbs
y = 15-x = 1.8 lbs
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