Statistical Reasoning for CLAT 2026: Preparation Tips and Practise Questions
Statistical Reasoning for CLAT 2026 is an important portion of the Quantitative Techniques section. This section mainly deals with statistical and data interpretation and tests your aptitude for topics like statistics, data, graphs, and basic mathematical operations.
Statistical Reasoning for CLAT 2026 may be a small portion in terms of weightage, but performing well in this section can be the difference between a decent score and an excellent score. Statistics or Data Interpreation inCLAT 2026is part of the Quantitative Techniques section, and it mainly includes questions with Charts, Tables, Histograms & other Graphical Information. To tackle this portion of the exam, you must improve your observation skills since identifying patterns in numerical data is crucial for statistical questions.
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Practice Questions for Statistical Reasoning in CLAT 2026
Practice questions for CLAT quant statistics can be found in mock tests, previous year papers, and various other sources. You can check out some practice questions for statistical reasoning in CLAT 2026 below:
A company’s sales (in ₹ lakhs) over 5 months are:
Month | Jan | Feb | Mar | Apr | May |
Sales | 20 | 25 | 30 | 35 | 40 |
Q:What is the percentage increase in sales from January to May?
Solution:Increase = 40 − 20 = 20; % increase = (20/20)×100 = 100%.
Answer:100%.
A survey of 200 students shows preferred study hours:
- 0–2 hrs: 50
- 2–4 hrs: 80
- 4–6 hrs: 40
- 6+ hrs: 30
Q:What fraction of students study more than 4 hours?
Solution:40 + 30 = 70 → 70/200 = 7/20.
Answer:7/20.
The marks of 5 students in the CLAT mock test are: 72, 85, 90, 65, 88.
Q:Find the average marks.
Solution:Sum = 72 + 85 + 90 + 65 + 88 = 400 → Average = 400/5 = 80.
Answer:80.
In a class, the male-to-female ratio is 7:5. If the total students = 60, how many are female?
Solution:Total parts = 7 + 5 = 12 → 1 part = 60/12 = 5 → Females = 5×5 = 25.
Answer:25.
Branch | Students | Passed | Failed |
A | 50 | 40 | ? |
B | 60 | 45 | ? |
C | 40 | 30 | ? |
Q:What is the overall pass percentage?
Solution:Total students = 50+60+40=150; Passed = 40+45+30=115 → Pass% = (115/150)×100 ≈ 76.67%.
Answer:76.67%.
A line graph shows the population (in thousands) of a town over 5 years: 2018=50, 2019=55, 2020=60, 2021=68, 2022=72.
Q:Which year had the highest population growth rate?
Solution:Growth rates:
- 2018–19: (55−50)/50×100 = 10%
- 2019–20: (60−55)/55×100 ≈ 9.09%
- 2020–21: (68−60)/60×100 ≈ 13.33%
- 2021–22: (72−68)/68×100 ≈ 5.88%
Answer:2020–21.
A bag contains 4 red, 5 blue, and 6 green balls. One ball is drawn randomly.
Q:Probability of drawing a red or green ball?
Solution:Total balls = 4+5+6=15 → Favorable = 4+6=10 → P = 10/15 = 2/3.
Answer:2/3.
Product | Sold Units | Price/ unit (₹) | Revenue (₹) |
X | 120 | 50 | ? |
Y | 80 | 75 | ? |
Z | 100 | 60 | ? |
Q:Which product generated the highest revenue?
Solution:Revenue = Units × Price/unit → X=6000, Y=6000, Z=6000 → Tie.
Answer:All equal.
Preparation Tips for Statistical Reasoning in CLAT
Check out these preparation tips and how they will help you during CLAT below:
Tip | How It Helps | Example / Application |
Analyze Trends | Helps quickly answer line graph or growth questions | Identifying the highest population growth in consecutive years |
Cross-Check Totals | Reduces errors in calculations | Summing row/column totals in tables to verify data |
Focus on Time Management | Allocate 1–2 mins per question to avoid delays | Skip very complicated graphs initially, return if time permits |
Interpret Ratios Correctly | Ensures proportion-based questions are solved accurately | Male:female ratios in class → calculate actual numbers |
Practice Averages & Percentages | Most questions involve mean, percentage, or ratio calculations | Calculating the pass percentage from a student table |
Practice Past Year Papers | Familiarize yourself with CLAT question patterns | Previous CLAT Statistical Reasoning sets |
Regular Mock Practice | Builds speed, accuracy, and confidence under exam conditions | 15–20 min mini practice sets on tables/graphs |
Understand Data Types | Recognize whether it’s a table, graph, or chart for faster interpretation | Pie charts for percentage distribution, bar graphs for comparisons |
Use Approximation | Speeds up calculations and avoids minor errors | √9801 ≈ 99, quick estimation saves time |
Use Elimination | Helps if unsure, common in multiple-choice settings | Cross-check which options are impossible based on totals |
Hopefully, your statistical reasoning preparation for CLAT 2026 was improved through this article! Check out the links below to learn more!
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