Question
The ages of A, B and C together are 60 years. B is thrice as old as A and C is 5 years older than
The ages of A, B and C together are 60 years. B is thrice as old as A and C is 5 years older than
A. What is the difference between ages of B and C?
More Age Questions
- The present age of Tarun is two times more than that of Varun. 3 years hence from now, the age of Tarun will be twice the age of Arun at that time. If Varu...
- Two years hence, the ratio of the ages of ‘B’ and ‘C’ will be 5:4. The present age of ‘C’ is half of the sum of the present ages of ‘A’ and ‘B’. Three year...
- 8 years ago from now, ratio of ages of ‘R’ and ‘L’ was 3:5, respectively. If ‘L’ is 8 years elder to ‘R’, then what will be the age of ‘L’, 8 years hence f...
- Present ages of ‘A’, ‘B’ and ‘C’ are in the ratio 5:11:13, respectively. If present average age of ‘A’ and ‘C’ is 36 years, then find the age of ‘B’ when ‘...
- The present age of V is 90% more than that of W, and the ratio of W’s age to Y’s age is 2:5. If the oldest person is 110 years old, find W’s age 9 years ea...
- Five years from now, the age of Arjun will be 28 years. Six years from now, the ratio of ages of Arjun and Varun will be 4:5 respectively. After how many y...
- Difference between the ages of A and B is same as the difference between the ages of B and C. The difference between the ages of A and C is 7 years. If the...
- What is the value of 'x' such that, given their current ages are in a 3:7 ratio, 'x' years ago, the ratio of 'Adarsh' and 'Malik's ages was 1:3, and if we ...
- The current ages of A and B have a ratio of 7:9. Twelve years from now, B will be 12 years older than A. What will be the ratio of their ages in six years?
- The age of A is 20% less than that of B. The age of B is 18 years more than the average age of his two friends whose total age is 34 years. Find the differ...
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