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Data Insights Study Guide
Table Analysis questions present a data table (often 5–10 rows × 4–6 columns) and ask you to sort, filter, or evaluate statements based on the data. The GMAT tests your ability to quickly extract insights from structured data—mirroring real-world business scenarios where decisions hinge on interpreting spreadsheets, financial reports, or survey results. These questions appear in the Data Insights section and account for ~20% of your DI score. A single question can include 3–4 statements, each requiring you to sort the table differently or apply conditional logic (e.g., "If X > Y, how many rows satisfy Z?").
Example GMAT-Style Question:A table lists 8 employees with columns for Department, Salary, Tenure (years), and Performance Rating (1–5). Statement: "After sorting by Salary in descending order, the median Tenure of the top 3 earners is greater than the median Tenure of all employees." Task: Evaluate whether the statement is true, false, or cannot be determined.
When to use: When a statement mentions two criteria (e.g., "Sort by Salary, then by Tenure"). Always sort the primary column first, then the secondary.
Conditional Filtering (IF-THEN Logic)
When to use: When a statement includes phrases like "among employees with X," "if Y is true," or "for rows where Z > 10."
Median vs. Mean vs. Mode
When to use: Statements often ask for medians (less sensitive to outliers) or means (requires calculation). Never assume—check the question.
Top/Bottom N Rows
When to use: Phrases like "top 3 earners," "bottom 25%," or "the 5th-highest value."
Count vs. Proportion
When to use: "How many rows satisfy X?" (count) vs. "What % of rows satisfy X?" (proportion).
Cross-Column Comparisons
When to use: Statements like "For how many rows is Column A > Column B?" Requires row-by-row evaluation.
Cannot Be Determined (CBD)
Follow this process for EVERY Table Analysis question:
Note all conditions (e.g., "IF Department = Marketing").
Sort the Table (If Required)
Apply the secondary sort (if needed) to break ties (e.g., "then by Tenure ascending").
Apply Conditional Filters (If Any)
Highlight or mentally mark the filtered rows to avoid mistakes.
Extract the Required Statistic
For cross-column comparisons: Evaluate each row individually.
Evaluate Each Statement
For multiple-choice questions: Match your answer to the options.
Double-Check for Traps
Table: Employee Data (8 Rows)
Statement: "After sorting by Salary in descending order, the median Tenure of the top 3 earners is greater than the median Tenure of all employees."
Step-by-Step Solution:
Sorting required: Salary descending.
Sort the Table by Salary (Descending):
Median of top 3: Sort tenures → 5, 6, 7 → Median = 6.
Calculate Median Tenure of All Employees:
Median of 8 values: Average of 4th and 5th → (4 + 5)/2 = 4.5.
Compare:
Correct approach: Always check if a secondary sort is implied (e.g., "then by Tenure").
Mistake: Misapplying conditional filters.
Correct approach: Filter first, then calculate (e.g., "IF Performance Rating ≥ 4, then find median Tenure").
Mistake: Confusing median and mean.
Correct approach: Circle "median" or "mean" in the question to avoid autopilot errors.
Mistake: Counting rows incorrectly.
Correct approach: Write down the filtered rows to avoid off-by-one errors.
Mistake: Overlooking "Cannot Be Determined."
How to avoid: Always ask: "What if there’s a tie?" Sort by the secondary column to break it.
Trap: Proportion vs. Count
How to avoid: Calculate the total rows first, then divide.
Trap: Units Mismatch
How to avoid: Check the table header for units before comparing.
Timing:
Question:A table lists 6 products with columns for Price ($), Units Sold, and Region (North/South).
Statement: "After sorting by Units Sold in descending order, the median Price of the top 3 products is greater than the median Price of all products in the South region."
Answer: FalseExplanation: - Sort by Units Sold descending → P4 (10), P6 (12), P2 (15), P1 (20), P3 (25), P5 (30).- Top 3 Prices: 10, 12, 15 → Median = 12.- South region Prices: 15, 10, 12 → Sorted: 10, 12, 15 → Median = 12.- 12 is not greater than 12.
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