Let's set up the equation to solve for the amount of Solution B needed.
Let x represent the amount of Solution B needed in liters.
The total amount of the solution after mixing is (5 + x) liters.
The equation is:
0.5(5) + 0.2(15) = 0.55(5 + x)
2.5 + 3 = 2.75 + 0.55x
5.5 = 2.75 + 0.55x
2.75 = 0.55x
Dividing both sides by 0.55 gives:
x = 5
Therefore, the correct answer is 5 liters. So, 5 liters of Solution B must be added to Solution A to make Solution A 55% diluted.
You have 5 liters of Solution A, which is 50% diluted, and 15 liters of Solution B, which is 20% diluted. How much of Solution B must be added to Solution A to make Solution A 55% diluted?(1 point)
1. 105 liters
2. The answer is extraneous
3. -105 liters
4. 0.71 liters
1 answer