SOLUTION: how many mL of each of 45% solution and a 15% solution should be mixed in order to obtain 25 mL of a 30% solution?

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Question 324683: how many mL of each of 45% solution and a 15% solution should be mixed in order to obtain 25 mL of a 30% solution?
Found 2 solutions by stanbon, modi.kk91:
Answer by stanbon(75887)   (Show Source): You can put this solution on YOUR website!
how many mL of each of 45% solution and a 15% solution should be mixed in order to obtain 25 mL of a 30% solution?
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Equation:
active + active = active
0.45x + 0.15(25-x) = 0.30(25)
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Multiply thru by 100 to get:
45x + 15*25 - 15x = 30*25
30x = 15*25
x = 12.5 mL (amt. of 45% solution needed in the mix)
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25-x = 12.5 mL (amt of 15% solution needed in the mix)
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Cheers,
Stan H.

Answer by modi.kk91(20)   (Show Source): You can put this solution on YOUR website!
solved by allegation rule

15% 45%

30%

45-30=15 and 30-15=15
ratio=1:1=====1x+1x=2x

ans= 1x=12.5
1x=12.5
2x=25
x=12.5

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