Question
In a 360 litres solution
of milk and water, the quantity of milk is 50% more than water. When (n - 15) litres of water and (1.5n + 6) litres of milk are added, the ratio of milk to water becomes 5:3. Find the value of (3n - 10).Solution
ATQ,
Let the initial quantity of water be 'p' litres. Initial quantity of milk = '1.5p' litres So, p + 1.5p = 360 Or, 2.5p = 360 Or, 'p' = 144 Initial quantity of milk = 1.5 Γ 144 = 216 litres Now, after adding: (216 + 1.5n + 6) : (144 + n - 15) = 5 : 3 Or, 3 Γ (222 + 1.5n) = 5 Γ (129 + n) Or, 666 + 4.5n = 645 + 5n Or, 0.5n = 21 Or, 'n' = 42 Required value = 3 Γ 42 - 10 = 116
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