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2 vessels contain equal quantity of solution containing NaCl and HCl in the ratio of 9:2 and 7:4. Now the solutions are mixed with each other. Find the ratio of NaCl and HCl in the final solution?
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2 vessels contain equal quantity of solution containing NaCl and HCl i...
Understanding the Solutions
We have two vessels containing NaCl and HCl in specific ratios:
- Vessel 1: NaCl : HCl = 9 : 2
- Vessel 2: NaCl : HCl = 7 : 4
Assuming both vessels contain the same volume of solution, we can denote this volume as V.
Calculating the Amounts in Each Vessel
For Vessel 1:
- Total parts = 9 + 2 = 11
- NaCl = (9/11) * V
- HCl = (2/11) * V
For Vessel 2:
- Total parts = 7 + 4 = 11
- NaCl = (7/11) * V
- HCl = (4/11) * V
Mixing the Solutions
When we mix both solutions, the total amounts of NaCl and HCl can be calculated as follows:
- Total NaCl = NaCl from Vessel 1 + NaCl from Vessel 2
- = (9/11)V + (7/11)V
- = (16/11)V
- Total HCl = HCl from Vessel 1 + HCl from Vessel 2
- = (2/11)V + (4/11)V
- = (6/11)V
Finding the Final Ratio
Now, we calculate the final ratio of NaCl to HCl in the mixed solution:
- Ratio = Total NaCl : Total HCl
- = (16/11)V : (6/11)V
This simplifies to:
- = 16 : 6
- = 8 : 3 (after dividing both sides by 2)
Conclusion
The final ratio of NaCl to HCl in the mixed solution is 8:3.
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2 vessels contain equal quantity of solution containing NaCl and HCl in the ratio of 9:2 and 7:4. Now the solutions are mixed with each other. Find the ratio of NaCl and HCl in the final solution?
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