20 litres of a mixture contains milk and water in the ratio of 3:1.How much milk must be added to this mixture so as to have milk and water in the ratio 4:1?
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Answered by
23
first of all u divide 20 in the ratio 3:1
so u find 15 and 5 ok
here quantity of milk is 15 ltr
and water is 5 ltr
now the question is milk is 4times of water that is 4:1
means 5×4= 20
the quantity of water should be added= 20-15=5ltr
so u find 15 and 5 ok
here quantity of milk is 15 ltr
and water is 5 ltr
now the question is milk is 4times of water that is 4:1
means 5×4= 20
the quantity of water should be added= 20-15=5ltr
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shyamkrishnakeshari:
really are u understand??
Answered by
6
Answer:
5 litres
Step-by-step explanation:
In the mixture of 20 litres, ratio of milk to water is 3:1. So the actual quantities of milk and water can be calculated in the following way:
Let the amount of milk be 3x and water be x
3x + x = 20
4x = 20
x = 5
So, milk is 15 litres and water is 5 litres
Now keeping the same quantity of water and to change the ratio to 4:1, we need 5X4=20 litres of milk for every 5 litres of water.
So we add 20-15=5 litres of milk. now the ratio is 20:5 which is 4:1.
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