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A container has 80 liters of a solution that is 10% acid. If 20 liters of this s

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Question: A container has 80 liters of a solution that is 10% acid. If 20 liters of this solution is replaced with pure acid, what will be the new concentration of acid in the solution?

Options:

  1. 15%
  2. 20%
  3. 25%
  4. 30%

Correct Answer: 25%

Solution:

Initial acid = 10% of 80 = 8 liters. After removing 20 liters, acid left = 8 - 2 = 6 liters. Adding 20 liters of pure acid gives 6 + 20 = 26 liters of acid in 80 liters. New concentration = (26/80) * 100 = 32.5%.

A container has 80 liters of a solution that is 10% acid. If 20 liters of this s

Practice Questions

Q1
A container has 80 liters of a solution that is 10% acid. If 20 liters of this solution is replaced with pure acid, what will be the new concentration of acid in the solution?
  1. 15%
  2. 20%
  3. 25%
  4. 30%

Questions & Step-by-Step Solutions

A container has 80 liters of a solution that is 10% acid. If 20 liters of this solution is replaced with pure acid, what will be the new concentration of acid in the solution?
  • Concentration Calculation – Understanding how to calculate the concentration of a solution after changes in volume and composition.
  • Dilution and Replacement – Applying the concept of dilution and replacement in a solution to determine new concentrations.
  • Percentage Calculation – Calculating percentages based on the volume of solutions and the amount of solute.
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