10% of a vessel full of milk is drawn off and replaced with water then 10% of this mixture is drawn off' and replaced with milk 10 % of the mixture is again drawn off'and replaced with water if the vessel now contains 199.1 litres of water what is the volume of the vessel in litres
Answers
Given : 10% of a vessel full of milk is drawn off and replaced with water then 10% of this mixture is drawn off' and replaced with milk
10 % of the mixture is again drawn off' and replaced with water
the vessel now contains 199.1 litres of water
To Find : volume of the vessel in litres
Solution:
Volume of Vessel = 100V Litres
MILK = 100V Litres
10% of a vessel full of milk is drawn off and replaced with water
=> MILK = 100V - (10/100)100V = 90V Litre
WATER = 10V Litre
10% of this mixture is drawn off' and replaced with milk
10V = 10 % of Mixture
=> MILK = 90V - (90V/100V)(10V) + 10V = 91V Litre
WATER = 9V Litre
10 % of the mixture is again drawn off' and replaced with water
Water = 9V - (9/100)10V + 10V = 18.1V Litre
18.1V = 199.1
=> V = 11
=> 100V = 1100
volume of the vessel in litres = 1100 Litre
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