20 litre of mixture contain milk and water in the ratio 5 : 3 . If 4 litre of the mixture are replaced by 4 litre of milk, the ratio of milk to water in the new mixture will become
Anonymous:
10 litre is answer
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Answered by
42
Heya !!
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Given that, 20 litres of mixture contains milk and water.
Ratio of water = 5 : 3 and milk = 5/8
Now, 4 litre of mixture is replaced by milk.
So, total mixture available = 20 – 4 = 16 litres
Quantity of milk in 16 litres mixture = 16 × 5/8
=> 2 × 5
=> 10 litres
Quantity of milk in 20 litres new mix. = ( 20 + 4 )
=> 24 litres
Quantity of water in mix. = ( 20–14 )
=> 6 litres
Thus, ratio of milk and water in the new mix. = 14 : 6 = 7 : 3
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==================================
Given that, 20 litres of mixture contains milk and water.
Ratio of water = 5 : 3 and milk = 5/8
Now, 4 litre of mixture is replaced by milk.
So, total mixture available = 20 – 4 = 16 litres
Quantity of milk in 16 litres mixture = 16 × 5/8
=> 2 × 5
=> 10 litres
Quantity of milk in 20 litres new mix. = ( 20 + 4 )
=> 24 litres
Quantity of water in mix. = ( 20–14 )
=> 6 litres
Thus, ratio of milk and water in the new mix. = 14 : 6 = 7 : 3
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Answered by
17
Answer:
7:3
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