Let a = # of milliliters of the 20% solution
Let b = # of milliliters of the 13% solution
Note that a = 3b (given)
(a(20) + b(13))/(20 + 30) = 292 or (3b(20) + b(13))/(20 + 30) = 292
Solving, 73b = 9636 or b = 132 ml
Raini T.
asked 03/03/19In the lab, Ravi has two solutions that contain alcohol and is mixing them with each other. He uses 3
times as much Solution A as Solution B. Solution A is 20%
alcohol and Solution B is 13%
alcohol. How many milliliters of Solution B does he use, if the resulting mixture has 292
milliliters of pure alcohol?
Let a = # of milliliters of the 20% solution
Let b = # of milliliters of the 13% solution
Note that a = 3b (given)
(a(20) + b(13))/(20 + 30) = 292 or (3b(20) + b(13))/(20 + 30) = 292
Solving, 73b = 9636 or b = 132 ml
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