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Mediumalligation

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Blending two acid solutions

A 20% acid solution is mixed with a 50% acid solution to give 30% acid. In what ratio are they mixed?

Show the answer and the worked solution

Correct answer: B.

2 : 1

Worked solution

  1. Weaker : stronger = (50 − 30) : (30 − 20) = 20 : 10 = 2 : 1.
  2. Check: (2 × 20 + 1 × 50)/3 = 90/3 = 30. ✓

Answer: 2 : 1.

The idea

Alligation works identically for prices, percentages and rates. Always verify by taking the weighted average of your answer.

Shortcut. 30% is a third of the way from 20% to 50%, so the strong solution is a third of the mix: 2 : 1.

Common trap. "1 : 2" — setting each solution against its own distance from 30% (10 : 20), which inverts the ratio.

Blending two acid solutions — Aptitude Question

Blending two acid solutions: A 20% acid solution is mixed with a 50% acid solution to give 30% acid. Answer and worked solution on CodeKairo.

Question

A 20% acid solution is mixed with a 50% acid solution to give 30% acid. In what ratio are they mixed?

Options

  1. 1 : 2
  2. 2 : 1
  3. 3 : 2
  4. 2 : 3
Show the answer and the worked solution

Correct answer: B. 2 : 1

Worked solution

  1. Weaker : stronger = (50 − 30) : (30 − 20) = 20 : 10 = 2 : 1.
  2. Check: (2 × 20 + 1 × 50)/3 = 90/3 = 30. ✓

Answer: 2 : 1.

The idea

Alligation works identically for prices, percentages and rates. Always verify by taking the weighted average of your answer.

Shortcut. 30% is a third of the way from 20% to 50%, so the strong solution is a third of the mix: 2 : 1.

Common trap. "1 : 2" — setting each solution against its own distance from 30% (10 : 20), which inverts the ratio.

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