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40 litres of mixture of milk and water contains 25% of water. When 10 litres of water
is added, what will be the percentage of milk in the final mixture? 40 litres of mixture of milk and water contains 25% of water. When 10 litres of water
is added, what will be the percentage of milk in the final mixture?
Most Upvoted Answer
40 litres of mixture of milk and water contains 25% of water. When 10 ...
Initial Mixture Details
- The total volume of the mixture is 40 litres.
- Water constitutes 25% of this mixture.
Calculating the Amount of Water
- Amount of water in the mixture = 25% of 40 litres
- This equals 10 litres of water.
Calculating the Amount of Milk
- The remaining volume is milk.
- Amount of milk = Total mixture - Amount of water = 40 litres - 10 litres = 30 litres of milk.
Adding Water to the Mixture
- When 10 litres of water is added, the new total volume of water becomes:
- New amount of water = Original water + Added water = 10 litres + 10 litres = 20 litres.
New Total Volume of Mixture
- New total mixture volume = Original mixture + Added water = 40 litres + 10 litres = 50 litres.
Final Amount of Milk
- The amount of milk remains the same at 30 litres since only water was added.
Calculating Percentage of Milk in Final Mixture
- Percentage of milk = (Amount of milk / Total volume of mixture) × 100
- Percentage of milk = (30 litres / 50 litres) × 100 = 60%.
Final Result
- The percentage of milk in the final mixture is 60%.
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40 litres of mixture of milk and water contains 25% of water. When 10 litres of water is added, what will be the percentage of milk in the final mixture? 40 litres of mixture of milk and water contains 25% of water. When 10 litres of water is added, what will be the percentage of milk in the final mixture?
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