Question
The ratio of the quantity of juice and water in vessel A and vessel B is 3:2 and 4:3 respectively. 45 liters of mixture is taken out from vessel A and poured into vessel
The ratio of the quantity of juice and water in vessel A and vessel B is 3:2 and 4:3 respectively. 45 liters of mixture is taken out from vessel A and poured into vessel
B. After this, the ratio of juice and water in vessel B becomes 19:14. The initial quantity of juice in vessel A is equal to the difference between the final quantity of juice and water in vessel
B. Find the initial total quantity of mixture in vessel
A.
More Mixture Questions
- 200 litres of mixture X contains acetone and glycerine in the ratio 7:9, respectively. 80 litres of the mixture is withdrawn and labelled as mixture Y and ...
- In a mixture of 45 litres, the ratio of wine to water is 2 : 3. If this ratio is to be 1 : 3, then what is the quantity of water needed to be added?
- An alloy consists of 35% gold, 40% silver, and 25% copper. How much gold should be added to 20 kg of the alloy so that the new alloy contains 50% gold?
- A vessel has 160 litres of mixture ‘A’ with 100 litres milk and the remaining water. Find the total quantity of mixture ‘B’ if it contains 15% more milk an...
- A container holds a mixture of petrol and diesel in the ratio 11:5. If 32 litres of the mixture is removed and replaced with 4 litres of diesel, resulting ...
- A mixture contains 90 litres milk and rest is water. When 30 litres milk and 18 litres water is added to the mixture, the ratio of milk to water becomes 4 ...
- A 450 ml solution is composed of water and glucose mixed in the ratio of 8:7. Determine the amount of glucose that must be added to the solution so that th...
- A vessel contains 280 litres of milk and water in the ratio of 9:5. If 20 litres of milk is added to the mixture, then find the ratio of milk to water in t...
- In a mixture, the quantity of alcohol is 50% of the quantity of water. On removing 100 litres mixture and adding 50 litres each of alcohol and water, the q...
- A mixture of Silver and Nickel contains 25% Silver. If 10 kg of Silver is added, then Silver becomes 50% of the Nickel. Find the initial quantity of Silver...
Hey! Ask a query
Please enter email id
The email must be a valid email address.
Please enter Mobile Number
Please enter valid Mobile Number
Please enter your Doubt
