Question 1
In 2015, ages of X, Y, Z were 30, 21, 22 respectively. In 2025, their ages were 40, 31, 32. What was Y's age in 2015?
Since ages increase uniformly by 5 years every 5 years, Y's age in 2015 = 21
Age Data Interpretation: Worksheet 2 - Beginner Practice Age Data Interpretation BEGINNER
Ready to master Age Data Interpretation? This entry level practice worksheet (2/10) presents 20 beginner-level challenges. Focus area: pattern recognition. Learn to solve age data interpretation reasoning questions, handle age data interpretation practice, and perfect age data interpretation for competitive exams with our step-by-step solutions.
What you'll learn in this worksheet:
- Understand the logic behind age data interpretation practice
- Learn step-by-step approaches to pattern recognition
- Practice basic problem types with clear explanations
- Develop systematic problem-solving habits
- Master age data interpretation reasoning questions through focused practice
Your progress through Age Data Interpretation
Worksheet 2 of 10 (11% complete)
Question 2
In 2015, ages of X, Y, Z were 27, 23, 22 respectively. In 2025, their ages were 37, 33, 32. What was Y's age in 2025?
Since ages increase uniformly by 5 years every 5 years, Y's age in 2025 = 33
Question 3
In 2015, X was 30 and Y was 25. In 2025, X will be 40 and Y will be 35. How did the age difference change over 10 years?
Difference in 2015: 5, in 2025: 5. Age difference remains constant.
Question 4
In 2015, X was 30 and Y was 29. In 2025, X will be 40 and Y will be 39. How did the age difference change over 10 years?
Difference in 2015: 1, in 2025: 1. Age difference remains constant.
Question 5
Table shows ages:
2020: X=28, Y=29, Z=27
2025: X=33, Y=34, Z=32
How did the ratio of X:Y's ages change from 2020 to 2025?
2020 ratio: 28:29, 2025 ratio: 33:34
Question 6
Table shows ages:
2020: X=27, Y=30, Z=28
2025: X=32, Y=35, Z=33
How did the ratio of X:Y's ages change from 2020 to 2025?
2020 ratio: 27:30, 2025 ratio: 32:35
Question 7
Table shows ages:
2020: X=28, Y=29, Z=28
2025: X=33, Y=34, Z=33
How did the ratio of X:Y's ages change from 2020 to 2025?
2020 ratio: 28:29, 2025 ratio: 33:34
Question 8
In 2015, ages of X, Y, Z were 25, 30, 22 respectively. In 2025, their ages were 35, 40, 32. What was X's age in 2020?
Since ages increase uniformly by 5 years every 5 years, X's age in 2020 = 30
Question 9
Table shows ages:
2020: X=29, Y=25, Z=35
2025: X=34, Y=30, Z=40
How did the ratio of X:Y's ages change from 2020 to 2025?
2020 ratio: 29:25, 2025 ratio: 34:30
Question 10
In 2015, ages of X, Y, Z were 30, 23, 26 respectively. In 2025, their ages were 40, 33, 36. What was Y's age in 2020?
Since ages increase uniformly by 5 years every 5 years, Y's age in 2020 = 28
Question 11
In 2015, X was 26 and Y was 21. In 2025, X will be 36 and Y will be 31. How did the age difference change over 10 years?
Difference in 2015: 5, in 2025: 5. Age difference remains constant.
Question 12
In 2015, ages of X, Y, Z were 20, 23, 26 respectively. In 2025, their ages were 30, 33, 36. What was Z's age in 2015?
Since ages increase uniformly by 5 years every 5 years, Z's age in 2015 = 26
Question 13
In 2015, X was 21 and Y was 26. In 2025, X will be 31 and Y will be 36. How did the age difference change over 10 years?
Difference in 2015: 5, in 2025: 5. Age difference remains constant.
Question 14
In 2015, ages of X, Y, Z were 25, 27, 25 respectively. In 2025, their ages were 35, 37, 35. What was Z's age in 2025?
Since ages increase uniformly by 5 years every 5 years, Z's age in 2025 = 35
Question 15
In 2015, X was 24 and Y was 26. In 2025, X will be 34 and Y will be 36. How did the age difference change over 10 years?
Difference in 2015: 2, in 2025: 2. Age difference remains constant.
Question 16
In 2015, X was 27 and Y was 20. In 2025, X will be 37 and Y will be 30. How did the age difference change over 10 years?
Difference in 2015: 7, in 2025: 7. Age difference remains constant.
Question 17
In 2015, ages of X, Y, Z were 28, 29, 25 respectively. In 2025, their ages were 38, 39, 35. What was Z's age in 2015?
Since ages increase uniformly by 5 years every 5 years, Z's age in 2015 = 25
Question 18
In 2015, X was 27 and Y was 20. In 2025, X will be 37 and Y will be 30. How did the age difference change over 10 years?
Difference in 2015: 7, in 2025: 7. Age difference remains constant.
Question 19
In 2015, X was 26 and Y was 22. In 2025, X will be 36 and Y will be 32. How did the age difference change over 10 years?
Difference in 2015: 4, in 2025: 4. Age difference remains constant.
Question 20
Table shows ages:
2020: X=32, Y=25, Z=31
2025: X=37, Y=30, Z=36
How did the ratio of X:Y's ages change from 2020 to 2025?
2020 ratio: 32:25, 2025 ratio: 37:30
📝 Continue your Age Data Interpretation practice. Worksheet 2 focuses on pattern recognition.