A can contains 35% of milk and rest water and anorher can contain 50% milk and rest water . how much milk mix from each of the container such that 48 liter mixture contains milk and water in the ratio 3: 5
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Let us assume there are two cans namely C1 and C2.
As per the question, C1 has 35% milk and 65% water. C2 has 50% milk and 50% water.
Now let us assume that we have taken x quantity of milk from C1 and y quantity from C2.
So we can write that, (35x + 50y)/(65x + 50y) = (3/5)
after cross multiplication we get, x - 5y = 0.------------(i)
Also the total quantity is 48 L
i.e. x + y = 48.-----------(ii)
solving (i) & (i) we get, x = 40 L and y = 8 L.
That means we will take 40 L from container C1 and 8 L from container C2.
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