Solutions A and B are mixtures of milk and water. Solutions A and B contain milk and water in the ratio 3 : 5 and 1 : 2 respectively. When A and B are mixed in the ratio 2 : 1, the quantities of milk and water in the resulting mixture differ by 5 litres. Find the quantity of milk in the resulting mixture.5ℓ5.5ℓ6ℓ6.5ℓ

A mixture contains milk and water in the ratio 5:1. On adding 5 litres of water, the ratio of milk and water becomes 5:2. The quantity of milk in the original mixture is ?a.25 litresb.32.5litresc.16 litresd.22.75 litres

There are two vessels A and B. Vessel A contains 25 liters of pure milk and vessel B contains 15 liters of pure water. Five liters of milk is taken out from vessel A and poured into vessel B. Then, 5 liters of mixture is taken out from vessel B and poured into vessel A. What is the ratio of the quantity of pure milk in vessel A to the quantity of water in vessel B

In mixture P the ratio between milk & water is 3:2 and in another mixture Q the ratio between milk & water is9:1.In what ratio these two mixtures must be mixed so that the final mixture will contain milk and water in the ratio 4:1 ?Question 20Answera.1:3b.1:1c.2:3d.1:2

Two containers A and B contain 15 litres of milk and 15 litres of water respectively. A can of volume V is filled with the milk in A. This is emptied into B. The can is then filled with the contents of B and emptied into A. The ratio of milk and water in A at this stage is 5 : 1. What is the value of V (in litres)?

A container has a mixture of milk and water in the ratio 5:3. If 4 liters of the mixture are replaced with 4 liters of milk, the new ratio becomes 7:3. What is the initial quantity of the mixture? Options 35 liters 25 liters 20 liters 30 liters