If you are buying 5 pounds of candy corn, to make the average cost of the mixture $0.95 per pound, you need to buy 6.67 pounds of licorice.
This is a weighted average problem.
Let:
p = cost of product A
x = number of product A
q = cost of product B
y = number of product B
Then,
cost of mixture of A and B = (p.x + q.y) / (x + y)
Let A = candy corn, B = licorice
Parameters given:
p = $0.75 per pound
x = 5 pound
q = $1.10 per pound
cost of the mixture =$0.95 per pound
Hence,
0.95 = (0.75 . 5 + 1.1 . y) / (5 + y)
4.75 +0.95 y = 3.75 + 1.1 y
0.15 y = 1
y = 6.67 pound
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