Raymond B. answered 12/22/20
Math, microeconomics or criminal justice
160(25) = 10X + 50Y
X+Y = 160
Y=160-X
4000 = 10X + 50(160-X) = 10X + 8000 - 50X
40X = 4000
X = 100 ml of 10%
Y=160-100 = 60 ml of 50%
Victor B.
asked 12/20/20You need 160 mL of a 25% alcohol solution. On hand, you have 10% alcohol mixture. You also have 50% alcohol mixture. How much of each mixture will you need to add to obtain the desired solution?
You will need
__________mL of the 10% solution
__________ mL of the 50% solution
Raymond B. answered 12/22/20
Math, microeconomics or criminal justice
160(25) = 10X + 50Y
X+Y = 160
Y=160-X
4000 = 10X + 50(160-X) = 10X + 8000 - 50X
40X = 4000
X = 100 ml of 10%
Y=160-100 = 60 ml of 50%
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