The age of the son is three times that of the father, and the age of the son is 56 years after the age of 20
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Let the age of the father be x
Then the age of the son would be (56−x).
After four years, the age of father would be (x+4) and that of son would be (56−x+4) years.
Now, from the information given in the question,
we have
(x+4)=3(56−x+4)
⇒x+4=168−3x+,12⇒4x=168+12−4=176⇒ 44 years,
Therefore, the age of father and son is 44 years and 12 years, respectively.
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