A chemical manufacturer has an order for 500 litres of a 25% acid solution (i.e. 25% by volume is acid). Solutions of 30% and 18% are available in stock.
How much acid is required to produce 500 litres of 25% acid solution?
The manufacturer wishes to make up the 500 litres from a mixture of 30% and 18% solutions.
Let x denote the amount of 30% solution required.
Let y denote the amount of 18% solution required.
Use simultaneous equations in x and y to determine the amount of each solution.
I'm pretty sure once I find what the simultaneous equations are, I will be able to solve them.
an easier to way to solve this
draw a concentration line
18 25 30
lean mix rich
5 parts lean + 7 parts rich = 12 parts mix
208.3 liter + 291.6 liter = 499.9liters mix