A beaker contained V litres of a mixture of milk and water, with milk and water in the ratio of 3 : 2. The total volume of the mixture was increased by 60% by adding water. Next, 38.4 litres of the solution in the beaker was replaced by water. If the final ratio of milk and water in the beaker is 3 : 7, find the value of V (in litres).8096120192

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 vessel contains a mixture of milk and water in the respective ratio of 5 : 1. 18 liters of mixture was taken out and replaced with the same quantity of milk so that the resultant ratio between the quantities of milk and water in the mixture becomes 7 : 1 respectively. If 28 liters of the mixture is again taken out from the vessel, what is the quantity (in liters) of water that should be added to make the quantity of milk 70% in the mixture

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

Ratio between the quantities of water and milk in a mixture of 80 litres is 3:1. After adding 80 litres of water to the mixture, one-fourth of the mixture is sold to a customer. What is the quantity of milk left in the remaining mixture?Question 1Answera.17 litsb.15 litresc.16 litsd.24 lits

A man bought 124 litres of milk. He added some water which was freely available. He sold each litre of the mixture at 12% less than the price (per litre) at which he bought the milk. He made a 10% profit in the sale. How many litres of water did he add?