Question
The current age of Gina is five times that of Henry. 8
years from now, Gina's age will be twice the age of Ian at that time. If Henry is 3 years younger than Ian, determine the current age of Gina.Solution
Let the present age of Henry be ‘h’ years. Thus, the present age of Gina = ‘5h’ years. Let the present age of Ian be ‘h + 3’ years. ATQ, (5h + 8) = 2 × (h + 3 + 8), Or, 5h + 8 = 2h + 22, Or, 5h – 2h = 22 - 8, Or, h = 7, Therefore, 5h = 35. Therefore, the current age of Gina = 35 years.
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