Question 1
In 2015, ages of X, Y, Z were 25, 24, 29 respectively. In 2025, their ages were 35, 34, 39. What was Y's age in 2020?
Since ages increase uniformly by 5 years every 5 years, Y's age in 2020 = 29
Age Data Interpretation - Expert Level: conceptual clarity Age Data Interpretation EXPERT
This skill evaluation ⚡ worksheet focuses on Age Data Interpretation - a key topic in Age Problems. You'll solve 20 expert-level problems (Worksheet 9 of 10). The primary focus is on conceptual clarity. Master age data interpretation ssc cgl, age data interpretation reasoning tricks, and fast age data interpretation solving through systematic practice.
What you'll learn in this worksheet:
- Master age data interpretation ssc cgl through focused practice
- Understand the logic behind age data interpretation reasoning tricks
- Learn step-by-step approaches to conceptual clarity
- Develop intuition for instant problem recognition
- Achieve mastery with the most difficult problem types
Your progress through Age Data Interpretation
Worksheet 9 of 10 (88% complete)
Question 2
In 2015, X was 25 and Y was 22. In 2025, X will be 35 and Y will be 32. How did the age difference change over 10 years?
Difference in 2015: 3, in 2025: 3. Age difference remains constant.
Question 3
Table shows ages:
2020: X=29, Y=30, Z=29
2025: X=34, Y=35, Z=34
How did the ratio of X:Y's ages change from 2020 to 2025?
2020 ratio: 29:30, 2025 ratio: 34:35
Question 4
Table shows ages:
2020: X=28, Y=26, Z=27
2025: X=33, Y=31, Z=32
How did the ratio of X:Y's ages change from 2020 to 2025?
2020 ratio: 28:26, 2025 ratio: 33:31
Question 5
Table shows ages:
2020: X=32, Y=26, Z=31
2025: X=37, Y=31, Z=36
How did the ratio of X:Y's ages change from 2020 to 2025?
2020 ratio: 32:26, 2025 ratio: 37:31
Question 6
In 2015, ages of X, Y, Z were 28, 27, 20 respectively. In 2025, their ages were 38, 37, 30. What was Z's age in 2020?
Since ages increase uniformly by 5 years every 5 years, Z's age in 2020 = 25
Question 7
Table shows ages:
2020: X=27, Y=34, Z=30
2025: X=32, Y=39, Z=35
How did the ratio of X:Y's ages change from 2020 to 2025?
2020 ratio: 27:34, 2025 ratio: 32:39
Question 8
In 2015, X was 26 and Y was 26. In 2025, X will be 36 and Y will be 36. How did the age difference change over 10 years?
Difference in 2015: 0, in 2025: 0. Age difference remains constant.
Question 9
Table shows ages:
2020: X=25, Y=31, Z=35
2025: X=30, Y=36, Z=40
How did the ratio of X:Y's ages change from 2020 to 2025?
2020 ratio: 25:31, 2025 ratio: 30:36
Question 10
In 2015, X was 28 and Y was 26. In 2025, X will be 38 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 11
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 12
In 2015, ages of X, Y, Z were 30, 24, 26 respectively. In 2025, their ages were 40, 34, 36. What was X's age in 2015?
Since ages increase uniformly by 5 years every 5 years, X's age in 2015 = 30
Question 13
In 2015, ages of X, Y, Z were 30, 30, 29 respectively. In 2025, their ages were 40, 40, 39. What was Z's age in 2025?
Since ages increase uniformly by 5 years every 5 years, Z's age in 2025 = 39
Question 14
Table shows ages:
2020: X=35, Y=33, Z=26
2025: X=40, Y=38, Z=31
How did the ratio of X:Y's ages change from 2020 to 2025?
2020 ratio: 35:33, 2025 ratio: 40:38
Question 15
In 2015, X was 29 and Y was 25. In 2025, X will be 39 and Y will be 35. How did the age difference change over 10 years?
Difference in 2015: 4, in 2025: 4. Age difference remains constant.
Question 16
In 2015, ages of X, Y, Z were 27, 21, 23 respectively. In 2025, their ages were 37, 31, 33. What was Z's age in 2025?
Since ages increase uniformly by 5 years every 5 years, Z's age in 2025 = 33
Question 17
In 2015, X was 21 and Y was 20. In 2025, X will be 31 and Y will be 30. How did the age difference change over 10 years?
Difference in 2015: 1, in 2025: 1. Age difference remains constant.
Question 18
In 2015, X was 23 and Y was 27. In 2025, X will be 33 and Y will be 37. How did the age difference change over 10 years?
Difference in 2015: 4, in 2025: 4. Age difference remains constant.
Question 19
Table shows ages:
2020: X=31, Y=26, Z=34
2025: X=36, Y=31, Z=39
How did the ratio of X:Y's ages change from 2020 to 2025?
2020 ratio: 31:26, 2025 ratio: 36:31
Question 20
In 2015, ages of X, Y, Z were 22, 23, 22 respectively. In 2025, their ages were 32, 33, 32. What was Z's age in 2015?
Since ages increase uniformly by 5 years every 5 years, Z's age in 2015 = 22
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