Bank Exams Exam > Bank Exams Notes > Tips & Tricks for Government Exams > Tips & Tricks: Problems Based on Ages
Problems Based on Ages Tips and Tricks for Government Exams
Formula
- If you are assuming the current age to be x, then the age after n years will be (x+n) years.
- If you are assuming the current age to be x, then the age before n years will be (x-n) years.
- If the age is given in the form of a ratio, for example, p:q, then the age shall be considered as qx and px
- If you are assuming the current age to be x, then n times the current age will be (x×n) years
- If you are assuming the current age to be x, then 1/n of the age shall be equal to (x/n) years
Tips
- The most important thing is to read the question carefully and gradually form the equation which shall help you answer the question.
- Basic things like addition, subtraction, multiplication and division will help a candidate reach the answer and no complicated calculations are required to answer such questions.
- Arrange the values given by placing them correctly in an equation by giving variables to the unknown values
- Once the equation has been formed, solve the equation to find the answer.
- The final step is to recheck the answer obtained by placing it in the equation formed to ensure that no error has been made while calculating.
Solved Examples
The ratio of the ages of priya and riya is 2:5. After 8 years, their ages will be in the ratio of 2:3. Then the sum of their present agesQuestion for Tips & Tricks: Problems Based on AgesTry yourself: View Solution
The sum of the age of mother and daughter is 100 years. 5 years ago their age were in the ratio of 2:1. The ratio of the age of daughter and mother after 10 yearsQuestion for Tips & Tricks: Problems Based on AgesTry yourself: View Solution
If 6 is subtracted from the present age of neha and the remainder is divided by 6, then the present age of mia is obtained. If Mia is 4 years younger to raj whose age is 12 years, then find the age of nehaQuestion for Tips & Tricks: Problems Based on AgesTry yourself: View Solution
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