Two years ago, a man was six times as old as his son. In 18 years, he
will be twice as old as his son. The age of the man (in years) is
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Step-by-step explanation:
Let the present ages of father and son be x and y, respectively.
As per the problem, six years ago,
(x−6)=3(y−6)
Six years later, (x+6)=2(y+6)
Solving these two equations, we get father's age is 42 years, and son's age is 18 years.
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