Asked by Taurus
How do I set up and solve this problem?
100% acid is to be added to 10% acid solution to obtain 90 liters of 48% solution. (a) What amount of 100% of acid should be used? (b) What amount of 10%?
100% acid is to be added to 10% acid solution to obtain 90 liters of 48% solution. (a) What amount of 100% of acid should be used? (b) What amount of 10%?
Answers
Answered by
Reiny
let the amount of 100% solution to be added be x L
then the amount of the originial 10% solution was 90-x L
.1(90-x) + x = .48(90)
times 100
10(90-x) + 100x = 48(90)
900 - 10x + 100x = 4320
90x = 3420
x = 38
38 L of the 100% acid should be added to
52 L of the 10% solution.
then the amount of the originial 10% solution was 90-x L
.1(90-x) + x = .48(90)
times 100
10(90-x) + 100x = 48(90)
900 - 10x + 100x = 4320
90x = 3420
x = 38
38 L of the 100% acid should be added to
52 L of the 10% solution.
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.