SOLUTION: 30 gallons of a 20% acid solution is needed for an experiment. Only 40% and 10% acid solution are available. How much of each should be mixed to form the needed solution?
Algebra.Com
Question 573368: 30 gallons of a 20% acid solution is needed for an experiment. Only 40% and 10% acid solution are available. How much of each should be mixed to form the needed solution?
Answer by ankor@dixie-net.com(22740) (Show Source): You can put this solution on YOUR website!
30 gallons of a 20% acid solution is needed for an experiment.
Only 40% and 10% acid solution are available.
How much of each should be mixed to form the needed solution?
:
Let x = amt of 40% acid required
the resulting amt is to be 30 gal, therefore:
(30-x) = amt of 10% acid required
:
A typical mixture equation
:
.40x + .10(30-x) = .20(30)
.40x + 3 - .10x = 6
.40x - .10x = 6 - 3
.30x = 3
x =
x = 10 gal of 40% acid
then
30 - 10 = 20 gal of the 10% acid
RELATED QUESTIONS
Thirty gallons of a 20% acid solution is needed for an experiment. Only 40% and 10% acid (answered by greenestamps,josgarithmetic)
There are two acid solution available. One solution has a 5% acid concentration while the (answered by scott8148)
A 25% acid solution is added to a 30% acid solution to create 40 gallons of a 50%... (answered by stanbon)
For an experiment, a chemist needs 12 liters of a solution that is 30% hydrochloric acid. (answered by mananth)
A class of nursing students will perform an experiment wherein they will need a solution (answered by stanbon)
Solution A is 25% acid and solution B is 40% acid. How much of each is needed to make 60... (answered by nyc_function,modi.kk91)
Solution A is 25% acid and solution B is 40% acid. How much of each solution is needed to (answered by stanbon)
A chemistry experiment calls for a 40% hydrochloric acid solution. If the lab supply room (answered by Alan3354)
two acid solutions are available. One has a concentration of 20% acid and another that is (answered by stanbon)