Question
The current ages of 'Pankaj' and 'Ranjan' are in the
ratio of 2:5. If Ranjan's age 13 years from now will be six times Pankaj's age 6 years prior to now, determine Pankaj's present age.Solution
ATQ,
Let the present ages of 'Pankaj' and 'Raju' be '2x' years and '5x' years, respectively. ATQ; (5x + 13) = 6 × (2x - 6) Or, 5x + 13 = 12x - 36 Or, 7x = 49 Or, x = 7 So, present age of 'A' = 2 × 7 = 14 yearsÂ
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