Vessel Mixture Ratios Quiz
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Questions and Answers

What is the initial volume of acid in Vessel A before any solutions are exchanged?

  • 5 litres
  • 2 litres
  • 3 litres
  • 6 litres (correct)

After transferring 2 litres of solution from Vessel B to Vessel A, what is the total volume of solution in Vessel A?

  • 8 litres (correct)
  • 6 litres
  • 12 litres
  • 10 litres

What is the ratio of acid to water in Vessel B after transferring 2 litres of solution to Vessel A and then back to Vessel B?

  • 5:3
  • 15:7 (correct)
  • 12:8
  • 10:6

How much water is present in Vessel B before any solution is transferred?

<p>5 litres (D)</p> Signup and view all the answers

After transferring solutions between the vessels, what will the final volume of solution in Vessel B be?

<p>8 litres (B)</p> Signup and view all the answers

Flashcards

Initial Ratio of Acid and Water in Vessel A

The initial ratio of acid to water in Vessel A is 3:1. This means for every 3 liters of acid, there is 1 liter of water.

Initial Ratio of Acid and Water in Vessel B

The initial ratio of acid to water in Vessel B is 5:3. This means for every 5 liters of acid, there are 3 liters of water.

Transferring Solution from Vessel B to Vessel A

When 2 liters of solution are transferred from Vessel B to Vessel A, the amounts of acid and water in Vessel B decrease by a factor of 1/4 (since 2 liters is 1/4 of 8).

Transferring Solution from Vessel A to Vessel B

After transferring 2 liters of solution from Vessel A to Vessel B, the amounts of acid and water in Vessel B increase by a factor of 1/5 (since 2 liters is 1/5 of 10).

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Final Ratio of Acid and Water in Vessel B

To find the final ratio of acid to water in Vessel B, first determine the amount of acid and water in Vessel B after each transfer, considering the initial ratios and the volume changes. Then, calculate the final ratio.

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Study Notes

Vessel Information

  • Two vessels, A and B, each hold 8 liters of a mixture of acid and water.
  • Vessel A has a 3:1 ratio of acid to water.
  • Vessel B has a 5:3 ratio of acid to water.

Transferring Solutions

  • 2 liters of solution from Vessel B are transferred to Vessel A.
  • 2 liters of solution from Vessel A are transferred to Vessel B.

Calculating Quantities in Vessels

  • Detailed calculations of the amounts of acid and water in each vessel after each transfer are required to determine the final ratio in Vessel B.
  • This requires careful consideration of the proportion of acid and water in each initial volume.

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Description

Test your understanding of acid-water mixtures with this quiz focused on two vessels' ratios and transfers. Calculate the final quantities and ratios after transferring solutions between vessels A and B. Perfect for students learning about mixtures and ratios in chemistry.

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