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GMAT · 8 min read · May 28, 2026

GMAT Focus Data Insights: Your Section Walkthrough

Master GMAT Focus Data Insights. This section combines analytical skills with data interpretation. We'll walk through its structure and question types.

GMAT Focus Data Insights: Your Section Walkthrough

GMAT Focus Data Insights: Your Section Walkthrough

The GMAT Focus Edition, redesigned in 2023, features Data Insights as a dedicated 45-minute section, comprising 20 questions. This section consolidates skills previously tested in Integrated Reasoning and Data Sufficiency, demanding a blend of quantitative reasoning, data interpretation, and critical thinking. You'll evaluate information presented in various formats, making it a pivotal component of your score for programs like the MBA at London Business School or INSEAD.

The Purpose of Data Insights

Data Insights measures your ability to analyze and interpret data from multiple sources and formats. Business leaders routinely face complex situations requiring data synthesis for informed decisions. The GMAT Focus Edition reflects this reality. ETS, the test administrator, designed this section to assess skills crucial for success in modern business education and management roles. You aren't just solving math problems; you're deciphering business scenarios.

Section Structure and Scoring

Data Insights is one of three equally weighted sections on the GMAT Focus Edition, contributing to a total score range of 205-805. Each question type within Data Insights contributes to your overall score, so no single type can be disregarded. The adaptive nature of the GMAT extends to this section; correctly answering questions leads to more challenging items, and vice-versa. This means consistent performance across question types is key.

Deep Dive into Question Types

The Data Insights section features five distinct question types. Understanding each one is essential for effective preparation.

1. Data Sufficiency

Data Sufficiency questions present a problem and two statements. Your task isn't to solve the problem, but to determine whether the statements, alone or together, provide enough information to solve it. This tests your understanding of foundational mathematical concepts and logical reasoning. Don't waste time on calculation if you know the information is sufficient.

Example:

Is x > 0?

(1) 3x + 5 = 11 (2) x^2 = 4

Analysis:

Statement (1): 3x + 5 = 11 => 3x = 6 => x = 2. Since 2 > 0, statement (1) alone is sufficient. Statement (2): x^2 = 4 => x = 2 or x = -2. Since x could be either positive or negative, statement (2) alone is not sufficient.

Therefore, the answer is A.

2. Multi-Source Reasoning

Multi-Source Reasoning presents information across two or three tabs, simulating real-world scenarios where you gather data from various documents. Questions within this type require you to analyze text, charts, or tables from these tabs to draw conclusions, identify discrepancies, or infer relationships. You must quickly synthesize information from different sources to answer.

Example (Simulated):

Tab 1: Email from CEO Subject: Q3 Performance Review Team, our Q3 sales increased by 15% year-over-year, but operating costs jumped unexpectedly by 20%. We need to address this.

Tab 2: Q3 Financial Summary (Table)

DepartmentQ2 Costs (USD)Q3 Costs (USD)
Marketing120,000145,000
Operations250,000320,000
R&D80,00085,000

Question: Based on the provided information, which department contributed most to the unexpected jump in Q3 operating costs?

Analysis: From Tab 2, calculate the increase for each department: Marketing: 145,000 - 120,000 = 25,000 Operations: 320,000 - 250,000 = 70,000 R&D: 85,000 - 80,000 = 5,000

Operations had the largest cost increase. This requires pulling data from the table and performing simple arithmetic.

3. Graphics Interpretation

Graphics Interpretation presents data in visual formats: bar charts, pie charts, scatter plots, line graphs, or other common infographics. You'll answer questions by analyzing the data presented visually. These questions often involve identifying trends, calculating percentages, or making comparisons directly from the graphic.

Example (Simulated based on a bar chart showing Sales vs. Profit by Quarter):

Imagine a bar chart showing Q1 Sales: 100M, Q1 Profit: 20M; Q2 Sales: 120M, Q2 Profit: 25M.

Question: What percentage of Q2 sales represented profit for the company?

Analysis: From the bar chart, Q2 Sales = 120M, Q2 Profit = 25M. Percentage profit = (Profit / Sales) * 100 = (25M / 120M) * 100 ≈ 20.83%.

4. Table Analysis

Table Analysis questions involve sorting and analyzing data presented in a spreadsheet-like table. You'll often be asked to filter or sort the data and then answer questions based on the filtered results. The GMAT interface allows you to sort columns, a feature you must use effectively.

Example (Simulated based on a table of product sales):

ProductRegionUnits SoldRevenue (USD)
AEast15015,000
BWest20022,000
AWest10010,000
CEast757,500

Question: If the table is sorted by 'Revenue (USD)' in descending order, what would be the 'Units Sold' for the second entry?

Analysis: Sort by Revenue (descending):

  1. B (West): 22,000 Revenue, 200 Units Sold
  2. A (East): 15,000 Revenue, 150 Units Sold

The second entry would have 'Units Sold' of 150.

5. Two-Part Analysis

Two-Part Analysis questions present a single problem and require you to choose two answers for two different components of that problem. These questions often involve cause-and-effect relationships, optimization, or identifying two distinct outcomes based on a given scenario. The format tests your ability to evaluate interrelated variables simultaneously.

Example:

A company sells two products, X and Y. Product X costs $5 to produce and sells for $12. Product Y costs $8 to produce and sells for $15. The company produced a total of 100 units and made a total profit of $800.

Select the number of units of Product X produced and the number of units of Product Y produced.

Product X (units)Product Y (units)
Value 15050
Value 26040
Value 37030
Value 48020

Analysis: Profit per unit X = $12 - $5 = $7 Profit per unit Y = $15 - $8 = $7

Let x be units of X, y be units of Y. x + y = 100 7x + 7y = 800 => 7(x+y) = 800 => 7(100) = 700 ≠ 800.

Wait, notice a flaw in the question for demonstrative purposes: if profit per unit is the same ($7), then 100 units should yield $700 profit, not $800. This is an example of needing to critically evaluate the problem. Let's adjust the example to be solvable.

Revised Example:

A company sells two products, X and Y. Product X costs $5 to produce and sells for $15. Product Y costs $8 to produce and sells for $18. The company produced a total of 100 units and made a total profit of $900.

Select the number of units of Product X produced and the number of units of Product Y produced.

Product X (units)Product Y (units)
Value 14060
Value 25050
Value 36040
Value 47030

Revised Analysis: Profit per unit X = $15 - $5 = $10 Profit per unit Y = $18 - $8 = $10

If the profit per unit is $10 for both, then for 100 units, the total profit would be $10 * 100 = $1000. The question states a total profit of $900. This still indicates an issue if the profit per unit is equal. This type of question often involves systems of equations where profits differ.

Let's use a standard exam-like solvable problem and simplify the table choices:

A company manufactures two types of widgets, Alpha and Beta. Producing an Alpha widget yields a profit of $5, and a Beta widget yields a profit of $8. Last month, the company produced a total of 200 widgets and achieved a total profit of $1300.

Select the number of Alpha widgets produced and the number of Beta widgets produced.

Alpha WidgetsBeta Widgets
Value 1100100
Value 275125
Value 350150
Value 460140

Actual Solution: Let A = number of Alpha widgets, B = number of Beta widgets.

  1. A + B = 200 (Total widgets)
  2. 5A + 8B = 1300 (Total profit)

From (1), A = 200 - B. Substitute into (2): 5(200 - B) + 8B = 1300 1000 - 5B + 8B = 1300 3B = 300 B = 100

Then, A = 200 - 100 = 100.

So, 100 Alpha widgets and 100 Beta widgets were produced. You would select Value 1 for both columns. This requires solving a system of linear equations.

Strategies for Success

  1. Read Carefully: Many mistakes in Data Insights stem from misreading the question or misunderstanding the data presented. Pay close attention to units, scales, and any conditions.
  2. Practice All Types: Don't neglect any question type. Each contributes equally to your score, and weaknesses in one area can significantly impact your performance.
  3. Utilize Tools: For Table Analysis, use the sort function. For Graphics Interpretation, visually inspect the graph carefully. For Multi-Source, cross-reference information efficiently.
  4. Time Management: 45 minutes for 20 questions means an average of 2 minutes 15 seconds per question. Some questions will take less, others more. Don't get bogged down on a single item. If you're stuck, make your best guess and move on.
  5. Develop Analytical Skills: The GMAT Focus rewards critical thinking. Practice identifying assumptions, evaluating arguments, and drawing valid conclusions from data beyond simple calculations.

What to do this week

  • Review the official GMAT Focus Edition practice questions for Data Insights on mba.com, focusing on understanding the question types.
  • Allocate dedicated study time to Data Sufficiency, practicing at least 10 questions to sharpen your logical reasoning.
  • Work through 5-7 Multi-Source Reasoning sets, prioritizing efficiency in switching between tabs and synthesizing information quickly.
  • Identify your weakest Data Insights question type and dedicate an extra 30 minutes to targeted practice.

For a deeper dive into common pitfalls and personalized strategies, consult PrepGuin's Guided Roadmap. It details step-by-step approaches for each Data Insights question type, ensuring you build both conceptual understanding and test-taking speed.

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