SATHEE: Examples of Age Calculations

Introduction and Types of AlphaNumberic Series
Exercise of AlphaNumberic Series
AlphaNumberic Series Practice Set 01
AlphaNumberic Series Practice Set 02
AlphaNumberic Series Practice Set 03
AlphaNumberic Series Practice Set 04
AlphaNumberic Series Practice Set 05
AlphaNumberic Series Practice Set 06
Introduction and Types of Coding and Decoding
Previous Year Questions of AlphaNumberic Series
Examples of Coding and Decoding
Exercise of Coding and Decoding Part 1
Exercise of Coding and Decoding Part 2
Coding and Decoding Practice Set 01
Coding and Decoding Practice Set 02
Coding and Decoding Practice Set 03
Coding and Decoding Practice Set 04
Coding and Decoding Practice Set 05
Coding and Decoding Practice Set 06
Coding and Decoding Practice Set 07
Coding and Decoding Practice Set 08
Coding and Decoding Practice Set 09
Introduction and Types of Analogy
Examples of Analogy
Exercise of Analogy Part 1
Exercise of Analogy Part 2
Practice Set of Analogy Part 1
Practice Set of Analogy Part 2
Practice Set of Analogy Part 3
Practice Set of Analogy Part 4
Practice Set of Analogy Part 5
Practice Set of Analogy Part 6
Introduction and Types of Following Directions
Examples of Following Directions
Exercise of Following Directions Part 1
Exercise of Following Directions Part 2
Previous Year Questions of Following Directions Part 1
Previous Year Questions of Coding and Decoding Part 1
Previous Year Questions of Following Directions Part 2
Previous Year Questions of Coding and Decoding Part 2
Introduction and Types of Similarities and Differences
Examples of Similarities and Differences
Previous Year Questions of Analogy Part 1
Previous Year Questions of Analogy Part 2
Exercise of Similarities and Differences Part 1
Exercise of Similarities 1nd Differences Part 2
Previous Year Questions of Similarities and Differences Part 1
Previous Year Questions of Similarities and Differences Part 2
Introduction and Types of Jumbling
Examples of Jumbling
Exercise of Jumbling Part 1
Exercise of Jumbling Part 2
Previous Year Questions of Jumbling Part 1
Previous Year Questions of Jumbling Part 2
Introduction and Types of Problem Solving and Analysis
Examples of Problem Solving and Analysis
Exercise of Problem Solving and Analysis Part 1
Exercise of Problem Solving and Analysis Part 2
Problem Solving and Analysis Practice Set 01
Problem Solving and Analysis Practice Set 02
Problem Solving and Analysis Practice Set 03
Previous Year Questions of Problem Solving and Analysis Part 1
Previous Year Questions of Problem Solving and Analysis Part 2
Introduction and Types of Non Verbal Reasoning based on diagrams
Examples of Nonverbal Reasoning based on diagrams
Exercise of Non verbal Reasoning based on diagrams Part 1
Exercise of Non verbal Reasoning based on diagrams Part 2
Previous Year Questions of Non verbal Reasoning based on diagrams Part 1
Previous Year Questions of Non verbal Reasoning based on diagrams Part 2
Introduction and Types of Age Calculations
Examples of Age Calculations
Exercise of Age Calculations Part 1
Exercise of Age Calculations Part 2
Previous Year Questions of Age Calculations Part 1
Previous Year Questions of Age Calculations Part 2
Introduction and Types of Calendar and Clock
Examples of Calendar and Clock based on diagrams
Exercise of Calendar and Clock based on diagrams Part 1
Exercise of Calendar and Clock based on diagrams Part 2

Examples of Age Calculations

#### Question: Mary is 12 years older than John. If the sum of their ages is 52, how old is Mary? 1. [ ] 32 2. [ ] 42 3. [x] 32 4. [ ] 22 #### Question: A father is 4 times older than his son. If the father is 40 years old, how old is his son? 1. [ ] 6 2. [ ] 10 3. [x] 10 4. [ ] 8 #### Question: Ten years ago, Sarah was twice as old as her brother. If her brother is 20 now, how old is Sarah? 1. [ ] 30 2. [ ] 35 3. [x] 30 4. [ ] 25 #### Question: The sum of the ages of a father and son is 45 years. Five years ago, the product of their ages was 160. How old is the son now? 1. [ ] 15 2. [ ] 20 3. [x] 20 4. [ ] 25 #### Question: Five years ago, Alice was twice as old as Bob. If Alice is 25 now, how old is Bob? 1. [ ] 12 2. [ ] 15 3. [x] 15 4. [ ] 20