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A milk vendor has 2 buckets of milk. In which the first is containing 25% of water rest milk while the second is containing equal proportion of milk & water. How much mixture should be removed from each bucket so that the mixture contains 12 litres in ratio 3 : 5 ( water : milk)?

A milk vendor has 2 buckets of milk. In which the first is containing 25% of water rest milk while the second is containing equal proportion of milk & water. How much mixture should be removed from each bucket so that the mixture contains 12 litres in ratio 3 : 5 ( water : milk)? Correct Answer 6 litre

In First bucket, milk = 75%/100% = 3/4

In Second bucket, milk = ½

In mixture, milk = 5/8

Ratio of two mixtures,

Using allegation,

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Or  1 : 1
So, quantity of mixture to be taken from each mixture = 1/2 × 12 = 6 litres

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