Vessed contains liquid of Pand & in the ratio 5:3 It 16 thes of mixtwee are removed and the same quantity of liquid Q is added the ratio becomes Vessel had

It seems there are a few typos or missing details in your question. Let me clarify the situation and then work through the problem step by step.

Here’s what I understand so far:
- A vessel contains a mixture of liquids \( P \) and \( Q \) in the ratio 5:3.
- 16 liters of the mixture are removed.
- After removing 16 liters, the same quantity (16 liters) of liquid \( Q \) is added.
- The ratio of \( P \) to \( Q \) changes, but you haven’t provided the new ratio or other details about the result.

To solve, I'll assume the following:
- The initial volumes of liquids \( P \) and \( Q \) are in the ratio 5:3.
- After removing 16 liters, the ratio of \( P \) and \( Q \) changes due to adding 16 liters of liquid \( Q \).

Could you clarify what the new ratio is, or provide any missing information?

Vessel contains liquid of P and Q in the ratio 5:3. 16 liters of the mixture are removed, and the same quantity of liquid Q is added. The ratio becomes... [missing details]

Learn how to solve a mixture problem involving the removal of 16 liters from a vessel containing liquids P and Q in the ratio 5:3, followed by the addition of liquid Q. Explore ratio and proportion concepts, as well as mixture replacement formulas. Suitable for Grades 8-10.

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