Question
After 5 years, the age of Seema will be 3 years less than 3 times of her age, 4 years back. What is Seema’s present age?
More Age Questions
- Present age of 'X' is 60% more than that of 'Y'. Present age of 'Z', who is 5 years older than 'Y', is 25 years. After how many years from now, ratio of ag...
- Five years ago, the ratio of age of 'A' to 'B' was 4:5. After ten years, the ratio of age of 'A' to 'B' will be 7:8. Find the current age of 'C' who is 6 y...
- Five years ago from now, ratio of ages of Aman and Bharat was 3:5, respectively. If 5 years hence from now, ratio of their ages will be 5:7, then find the ...
- The average of present ages of 'Anna', 'Bob', and 'Charlie' is 20 years. Three years ago, the average of ages of 'Bob', 'Charlie', and 'David' was 15 years...
- A’s age is 160% of what he was 4 years ago, But 80% of what it will be after 4 years. What is his present age?
- The sum of the present ages of two cousins is 54 years. Eleven years ago, the older one was thrice as old as the younger one. What is the present age of th...
- The total age of A, B and C four years hence will be 80 years. Find the age of C four years hence, if the present age of A and B is 33 years and 20 years r...
- P says to Q “I am four times as old as you were when I was as old as you are”. The difference between their ages is 15 years. Find the sum of their ages?
- ‘B’ is 14 years older than ‘A’, and ‘A’ is 24 years younger than ‘C’. Twelve years from now, the age of ‘C’ will be 25% more than the age of ‘A’. If the av...
- Age of Riya, 8 years hence from now will be 50 years. Ratio of ages of Rahul and Riya, three years ago from now was 20:35, respectively. If the present age...
Relevant for Exams:
Hey! Ask a query
Please enter email id
The email must be a valid email address.
Please enter Mobile Number
Please enter valid Mobile Number
Please enter your Doubt
Think You're Ready for RBI Grade B?
RBI Grade B 2026 Phase 1 Memory Based Paper
- 200 Questions with Detailed Solutions
- Section-wise Coverage (GA, English, Quant & Reasoning)