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A 40% dye solution is to be mixed with a 70% dye solution to get 120% liters of a 50% dye solution. How many liters of the 40% and 70% solutions will be needed?? NEED HELP
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we need a variable, say \(x\) is the number of liters of 70% solution then since the total is \(120\) liters, the amount of 40% solution must be \(120-x\)
the \(x\) liters of 70% solution has \(.7x\) dye, and the \(120-x\) liters of 40% solution has \(.4(120-x)\) dye you want the total to be 50% of 120, which is half of 120, which is 60 solve \[.7x+.4(120-x)=60\] for \(x\)
probably easier to get rid of annoying decimal by multiplying both sides by 10 and solve \[7x+4(120-x)=600\] in just a few steps
you good from there?
where did you get the 600 from??
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