Correct option is B
Let initial quantity of milk & water be 3x & 1x liters respectively.
ATQ,
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Question
A mixture contains milk and water in the ratio 3:1. 14 liters of mixture is taken out and 14 liters of water is added thus the ratio of milk & water in the final mixture becomes 2:1. Find the initial quantity (in liters) of milk.
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EnglishSimilar Questions
- 1)
From a 50-litre mixture containing alcohol and water in the ratio 3:2, 10 litres are removed and replaced with water.
What is the new ratio of alcohol to water? - 2)
A 120-litre solution of salt and water contains 25% salt. If 30 litres of water are added, what is the new percentage of salt in the solution?
- 3)
A vessel contains a mixture of milk and water in the ratio 3:2 respectively. If 20 liters of the mixture is removed and 4 liters of milk is added, the ratio of milk to water becomes 13:8 respectively. Find the initial quantity of the mixture (in liters).
- 4)
A vessel contains a solution of acid and water in the ratio 5 : 7. When 9 litres of the solution are taken out and the vessel is filled with equal quantity of acid, the ratio of acid and water in the vessel becomes 9 : 7. How many litres of solution was there in the vessel, initially?
- 5)
From a cask filled with 867 litres of wine, y litres are first drawn and replaced with water. After the first replacement the ratio of wine and water in the cask, when expressed in the lowest form, is given as a : b. From this mixture y litres are drawn and replaced with water. The ratio of wine to water in the cask after the second replacement, when expressed in the lowest form, is given as 169 : 120. Find the value of (y + a + b).
- 6)The vessel contains 60 liters of a mixture that contains 80% milk and the rest is water. Firstly, 20 liters of mixture are replaced by water, and then, 15 liters of mixture are removed from the resultant mixture. If x liters of water are added to the remaining mixture, then the ratio of milk to water becomes equal in the final mixture. Find the value of x.
- 7)The ratio of milk to water in a vessel is 5:3 respectively. If 32 liters of mixture are taken out and 4 liters of water are added to the mixture, then the ratio of milk to water becomes 3:2. Find the initial quantity of the mixture.
- 8)Vessel X contains milk and water in the ratio of 5:4 respectively. 9 litres of mixture is removed and 20 litres of mixture from vessel Y which containing milk and water in the ratio 3: 2 respectively is mixed in the remaining mixture in vessel X. If the ratio of milk to water in the resultant mixture in vessel X is 4: 3, then find the quantity of mixture in vessel X initially?
- 9)
A vessel contains 240 liters mixture of milk and water in the ratio of 7 : 5 respectively. If X liters milk is added in the mixture, the milk becomes 80% more than water in final mixture. Find the value of X?
- 10)
In a mixture, the ratio of milk to water is 4 : 1. in the mixture, 24 litres water is added and the difference between milk and water in final mixture becomes 84 litres. Find the initial quantity of the mixture (in liters).
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Similar Questions
- 1)
From a 50-litre mixture containing alcohol and water in the ratio 3:2, 10 litres are removed and replaced with water.
What is the new ratio of alcohol to water? - 2)
A 120-litre solution of salt and water contains 25% salt. If 30 litres of water are added, what is the new percentage of salt in the solution?
- 3)
A vessel contains a mixture of milk and water in the ratio 3:2 respectively. If 20 liters of the mixture is removed and 4 liters of milk is added, the ratio of milk to water becomes 13:8 respectively. Find the initial quantity of the mixture (in liters).
- 4)
A vessel contains a solution of acid and water in the ratio 5 : 7. When 9 litres of the solution are taken out and the vessel is filled with equal quantity of acid, the ratio of acid and water in the vessel becomes 9 : 7. How many litres of solution was there in the vessel, initially?
- 5)
From a cask filled with 867 litres of wine, y litres are first drawn and replaced with water. After the first replacement the ratio of wine and water in the cask, when expressed in the lowest form, is given as a : b. From this mixture y litres are drawn and replaced with water. The ratio of wine to water in the cask after the second replacement, when expressed in the lowest form, is given as 169 : 120. Find the value of (y + a + b).
- 6)The vessel contains 60 liters of a mixture that contains 80% milk and the rest is water. Firstly, 20 liters of mixture are replaced by water, and then, 15 liters of mixture are removed from the resultant mixture. If x liters of water are added to the remaining mixture, then the ratio of milk to water becomes equal in the final mixture. Find the value of x.
- 7)The ratio of milk to water in a vessel is 5:3 respectively. If 32 liters of mixture are taken out and 4 liters of water are added to the mixture, then the ratio of milk to water becomes 3:2. Find the initial quantity of the mixture.
- 8)Vessel X contains milk and water in the ratio of 5:4 respectively. 9 litres of mixture is removed and 20 litres of mixture from vessel Y which containing milk and water in the ratio 3: 2 respectively is mixed in the remaining mixture in vessel X. If the ratio of milk to water in the resultant mixture in vessel X is 4: 3, then find the quantity of mixture in vessel X initially?
- 9)
A vessel contains 240 liters mixture of milk and water in the ratio of 7 : 5 respectively. If X liters milk is added in the mixture, the milk becomes 80% more than water in final mixture. Find the value of X?
- 10)
In a mixture, the ratio of milk to water is 4 : 1. in the mixture, 24 litres water is added and the difference between milk and water in final mixture becomes 84 litres. Find the initial quantity of the mixture (in liters).
