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A man is 24 years older than his son. In two years, he will be twice his son's age. What is the son's present age?

Difficulty: Easy

Correct Answer: 22 years

Explanation:

Problem restatement
Express the age difference and the “twice in two years” condition as equations and solve for the son's current age.


Given data

  • Now: Father = Son + 24.
  • In 2 years: Father + 2 = 2(Son + 2).

Concept/Approach
Substitute Father = Son + 24 into the future condition to solve for Son.


Step-by-Step calculation
(S + 24) + 2 = 2(S + 2)S + 26 = 2S + 4 ⇒ S = 22


Verification/Alternative
Present ages: Son 22, Father 46. In 2 years: 24 and 48 → father is twice the son (48 = 2×24).


Common pitfalls
Forgetting to add 2 years to both ages in the “in two years” statement.


Final Answer
22 years

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