Container A contains 66 liters of mixture of milk and water, mixed in the ratio of 6:5, respectively. 33 liters of mixture is taken out from container A, and poured into container B having milk and water in the respective ratio of 3:1. If the difference between total milk And total water in container B is 33 liters, then find the quantity of mixture in container B initially.
ATQ- (3x+18) -(x+15) =33 3x+18-x-15=33 2x=30 X=15 Total initial mixture in container B=3x+x=4x=4×15=60 liter
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