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In a 180 litres mixture there is 33.33% water and rest milk. If 54 litres of mixture is removed and X litres of milk is added, then the water content will be 25%. Find the value of X.
42
126
21
63
None if these
- Initially, the mixture contains 33.33% water and 66.67% milk.
- So, there are 60 litres of water and 120 litres of milk in the original 180 litres.
- When 54 litres of the mixture is removed:
- Water removed = 33.33% of 54 litres = 18 litres
- Milk removed = 66.67% of 54 litres = 36 litres
- Remaining amounts:
- Water left = 60 - 18 = 42 litres
- Milk left = 120 - 36 = 84 litres
- Water needs to be 25% of the new total volume:
- If water is 25%, milk should make up 75%
- Given the water left is 42 litres, the total mixture should be 42 / 0.25 = 168 litres
- Therefore, milk required = 168 - 42 = 126 litres
- Milk to be added = 126 - 84 = 42 litres
- The correct option is Option 1: 42
By: Parvesh Mehta ProfileResourcesReport error
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