Question
The current age of 'P' is 40%
more than the current age of 'Q'. Seven years from now, the ratio of their ages will be 14:11. What was the age of 'P' 3 years ago?Solution
ATQ, Let present age of Q = β5xβ years So, present age of P = 1.40 Γ 5x = β7xβ years ATQ, {(7x + 7)/(5x + 7)} = (14/11) Or, 77x + 77 = 70x + 98 Or, 7x = 21 So, x = 3 So, present age of P = 7x = 7 Γ 3 = 21 years Therefore, age of P, 3 years ago from now = (21 β 3) = 18 years
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