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If a 50 liters mixture of milk and water is in the ratio of 3 : 2. After removal of 10 liters mixture, 12 liters milk and 12 liters water is added into the mixture. Find the final ratio of water and milk in the mixture
9 : 7
7 : 9
3 : 2
2 : 3
1 : 1
- Initial Mixture Ratio: The mixture has a 3:2 ratio of milk to water. In 50 liters, this is 30 liters of milk and 20 liters of water.
- Removing 10 Liters: This reduces milk and water by 6 liters and 4 liters respectively (keeping the 3:2 ratio).
- Remaining Mixture: Now, 24 liters of milk and 16 liters of water remain.
- Adding 12 Liters of Milk and Water Each: This gives 36 liters of milk and 28 liters of water.
- Final Ratio Calculation: The new ratio is calculated as 28 liters of water to 36 liters of milk.
- Simplifying the Ratio: 28:36 simplifies to 7:9.
The correct answer is Option 2: 7 : 9
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