SOLUTION: Joe has lots of 8% acid solution and lots of 14% acid solution. How much of each must he combine to obtain 12 liters of 10% acid solution?

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Question 408964: Joe has lots of 8% acid solution and lots of 14% acid solution. How much of each must he combine to obtain 12 liters of 10% acid solution?
Answer by ewatrrr(24785)   (Show Source): You can put this solution on YOUR website!

Hi
combine to obtain 12 liters
Let x and (12L-x) represent the amount of %14 and %8 solution respectively
Question states***
.14x + .08(12L-x) = .10*12L
Solving for x
.06x = .02*12L
x = 4L, the amount of 14% solution. 8L of 8% solution. (12L-4L)
CHECKING our Answer***
.14*4L + .08*8L = .56L + .64L = 1.2L
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