What is the best strategy to master Problems on Ages questions?

Begin by memorizing the core formulas and derivation steps in Problems on Ages. Practice calculation shortcuts to solve problems within 45 seconds, and solve topic-wise mock tests for SSC CGL and SBI PO & Clerk.

Are these Problems on Ages questions based on official previous year papers?

Yes, our question database contains previous year exam questions (PYQs) and high-probability model questions curated from SSC CGL, SBI PO & Clerk, IBPS PO, RRB NTPC papers.

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MathematicsTopic Question Bank50+ Solved MCQsUpdated October 2026👁️ 3.8k Topic Views

Problems on Ages Questions & Answers

Master problem-solving techniques, shortcut tricks, and formulas for Problems on Ages. Solve graded practice questions with complete step-by-step mathematical solutions.

Relevant Exams:SSC CGLSBI PO & ClerkIBPS PORRB NTPCCAT / MBA

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Problems on Ages — Key Concepts & Shortcuts

•Master core formulas and fundamental algebraic/arithmetic principles for Problems on Ages.
•Apply approximation techniques and calculation shortcuts to solve problems within 45 seconds.
•Practice 2-tier questions and review step-by-step derivations for complex problems.

Practice Questions for Problems on Ages

18+ Solved MCQs

Page 14 · Click any question to reveal correct answer and full explanation

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A father is currently four times as old as his son. Eighteen years from now, the father will be twice as old as his son. What is the father's present age?

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Problems on Ages Questions & Answers

Problems on Ages — Key Concepts & Shortcuts

Practice Questions for Problems on Ages

A father is currently four times as old as his son. Eighteen years from now, the father will be twice as old as his son. What is the father's present age?

The difference between the ages of Girish and Rohan is 10 years. 15 years ago, Girish was twice as old as Rohan. Find Girish's present age.

A mother's age is double her son's present age. If the difference between their ages 24 years from now is 20 years, find their present ages (in years), respectively.

The difference between the present ages of Sneha and her younger cousin Aryan is 12 years. Six years ago, Sneha was three times as old as Aryan was at that time. What is Sneha’s present age (in years)?

Seven years ago from now, a man was five times as old as his son. Seven years from now, the father will be three times as old as his son. Find the son's present age.

The ratio of the ages of a wife and husband is 6 : 7 at present. If the sum of their ages after 20 years from now is 92, then find their present ages (in years), respectively.

The present age of a father is 13 years more than three times the age of his daughter. Five years hence, the father's age will be 24 years more than twice the age of his daughter. What will be the age (in years) of the father 3 years from now?

Reena is 5 years older than Meena. Eight years ago from now, Reena's age was twice the age of Meena. Find the present age of Reena.

If a father is 30 years older than his son, and his age is currently five times that of his son, how old is the son?

The present age of a father is two times the age of his son. Fifteen years ago from now, the father was three times as old as his son was at that time. Find the present age of the father.

The sum of the present ages of Sharad and Adarsh is 84 years. After 2 years from now, Sharad's age will be three times that of Adarsh. Sharad's present age (in years) is:

The sum of the present ages of Sharad and Adarsh is 84 years. Two years from now, Sharad's age will be three times that of Adarsh. Sharad's present age (in years) is:

The sum of the present ages of Hitesh and Jitesh is 36 years. After 2 years from now, Hitesh's age will be three times that of Jitesh. Hitesh's present age (in years) is:

5 years ago from now, the age of the father was 42 years more than twice his son's age. After how many years, from now, will he be twice his son's age?

7 years ago from now, the age of a father was 18 years more than twice his son's age. If the difference between their current ages is 30 years, after how many years from now will the father be twice his son's age?

One-third of my present age is equal to four-fifths of my cousin's age. Additionally, 10 years ago from now, my age was equal to what my cousin's age will be after 4 years from now. Determine my current age.

The ratio of the ages of A and B is 4 : 5. After 6 years, the ratio becomes 5 : 6. What was the ratio of their ages 6 years ago?

The present age of a father is five times the age of his son. After 12 years, the age of the father will become two times the age of his son. Find their present ages.

Frequently Asked Questions on Problems on Ages