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A mixture contains 60 litres of pure milk. 10 litres of milk are taken out and 25 litres of water are added to it and after that 60% of the mixture is taken out. Another mixture of 40 litres contains 60% milk and the rest syrup. If two mixtures are mixed then find the final ratio of Milk, water and syrup.
5:20:10
11:12:!3
6:1:25
22:5:8
None of these
- Start with 60 liters of pure milk. Remove 10 liters, leaving 50 liters.
- Add 25 liters of water, making the mixture 50 liters milk and 25 liters water.
- 60% of this mixture is taken out, which is 45 liters (30 liters milk, 15 liters water).
- 15 liters left, which includes 20 liters milk and 10 liters water.
- Mix with another mixture (40 liters) containing 60% milk (24 liters) and 40% syrup (16 liters).
- The combined mixture has 44 liters milk, 10 liters water, and 16 liters syrup.
- Final ratio is 44:10:16, which simplifies to 22:5:8.
By: Parvesh Mehta ProfileResourcesReport error
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