Title: 2024 Slot 3 DILR - Indian Game Scenario-Based Solutions
Content: English Answer Key
1. Data Interpretation (DI) Example
Scenario: Given the 2023 Indian Premier League (IPL) standings for 5 teams:
Team
Matches Played
Runs Scored
Wickets Taken
RCB
14
2450
56
MI
14
2380
58
DD
14
2200
62
CSK
14
2550
54
DC
14
2475
60
Question:
Which team has the highest Runs per Match ratio?
Solution:
Calculate Runs per Match for each team:
RCB: ( \frac{2450}{14} = 175 )
MI: ( \frac{2380}{14} \approx 170 )
DD: ( \frac{2200}{14} \approx 157.14 )
CSK: ( \frac{2550}{14} \approx 182.14 )
DC: ( \frac{2475}{14} \approx 176.79 )
Compare: CSK (182.14) > DC (176.79) > RCB (175) > MI (170) > DD (157.14).
Answer: CSK
2. Logical Reasoning (LR) Example
Scenario: Five players (A, B, C, D, E) rank in a game. Conditions apply:
A > B (A scores higher than B).
C < D (C scores lower than D).
E ≠ lowest.
No three players have the same score.
Question:
What is a valid ranking order?
Solution:
Constraints:
From (1): A > B
From (2): D > C
From (3): E is not last.
From (4): At most two players can tie.
Possible Order:
Assign ranks numerically (1 = highest, 5 = lowest).
Try: D (1) > C (2) > A (3) > B (4) > E (5).
Check:
E is 5th (violates condition 3). ❌
Adjust: D (1) > C (2) > A (3) > E (4) > B (5).
A > B ✔️, D > C ✔️, E ≠ 5th ✔️, No three-way ties ✔️.
Answer: D > C > A > E > B
3. General Tips for DILR
Data Interpretation:
Focus on key metrics ( averages, percentages, trends).
Use quick calculations (e.g., divide by 14 for per-match stats).
Logical Reasoning:
Eliminate contradictions (e.g., if E ≠ lowest, E cannot be 5th).
Leverage conditions step-by-step to narrow options.
Time Management:
DI: 30–40 minutes for 4 questions.
LR: 30 minutes for 4–5 questions.
Final Answer Format:
DI: Boxed numerical/alpha answer (e.g., \boxed{CSK}).
LR: Boxed sequence (e.g., \boxed{D > C > A > E > B}).
Let me know if you need more examples or specific question types! 🎯
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