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MAT Data Analysis and Sufficiency Syllabus

The Data Analysis and Sufficiency syllabus for MAT in full: 3 chapters, 10 topics and 17 sub-topics, every one listed below, plus 51 Data Analysis and Sufficiency flashcards with answers.

3Chapters
10Topics
17Sub-topics
51Flashcards

Data Analysis and Sufficiency syllabus: all 3 chapters

Expand any chapter to see its topics and sub-topics.

  1. Data Interpretation

    4 topics
    • Tabular Data
      • Single and multiple tables
      • Missing value tables
    • Graphical Data
      • Bar graphs
      • Line graphs
      • Pie charts
    • Combined and Caselet DI
      • Mixed graph sets
      • Paragraph-based caselets
    • Calculation Techniques
      • Approximation and estimation
      • Percentage and ratio comparison
  2. Data Sufficiency

    3 topics
    • Concept and Answer Framework
      • Standard five-option format
      • Statement evaluation logic
    • Quant-Based Data Sufficiency
      • Arithmetic and algebra statements
      • Geometry-based statements
    • Reasoning-Based Data Sufficiency
      • Arrangement and ordering sufficiency
  3. Data Comparison and Analysis

    3 topics
    • Quantitative Comparison
      • Comparing two quantities
    • Data Consistency
      • Identifying inconsistent data
    • Trend and Pattern Analysis
      • Growth and decline trends

MAT Data Analysis and Sufficiency flashcards — 51 questions with answers

  1. In a Data Interpretation table, what is the standard order of operations for reading a value at a specific cell?

    First identify the relevant row (category) heading, then the relevant column heading, and read the value where they intersect; always check the table title and units (e.g., in thousands, in %) before computing.

  2. When a table gives values 'in lakhs' but a question asks for the actual number, what conversion must you apply?

    Multiply each tabulated value by 1,00,000 (1 lakh = 100,000), since the table figures are scaled down by that factor.

  3. In tabular DI, how do you find the percentage contribution of one cell to its row total?

    Percentage = (cell value / row total) × 100; the row total is the sum of all cells across that row.

  4. What is the formula for percentage change between two periods in a data table?

    Percentage change = ((New value − Old value) / Old value) × 100; positive means increase, negative means decrease.

  5. In a table comparing several entities, how do you find which entity has the highest growth rate (not highest absolute growth)?

    Compute (increase / original value) × 100 for each entity and compare these ratios; the largest ratio is the highest growth rate, which need not be the one with the largest absolute increase.

  6. What is the key difference between a bar chart and a line graph in DI?

    A bar chart compares discrete quantities across categories using bar heights/lengths; a line graph shows a trend of a continuous variable over time (or a sequence) using connected points, making it better for spotting direction and rate of change.

  7. In a pie chart, how do you convert a sector's central angle into its percentage share?

    Percentage = (central angle / 360°) × 100; conversely, central angle = (percentage / 100) × 360°.

  8. If a pie chart sector represents 25% and the total is 7,200, what value does the sector represent and what is its angle?

    Value = 25% × 7,200 = 1,800; angle = 25% × 360° = 90°.

  9. What does a stacked (component) bar chart show that a simple bar chart does not?

    It shows both the total of each category (full bar height) and the breakdown of that total into sub-components (the stacked segments), allowing part-to-whole and total comparisons simultaneously.

  10. In a line graph, how do you identify the period of steepest decline?

    Find the segment between two consecutive points with the most negative slope (largest downward drop per unit of x); the steepest visual downward slant marks the steepest decline.

  11. What is a histogram and how does it differ from a bar chart?

    A histogram displays the frequency distribution of continuous data grouped into class intervals, with bars touching (no gaps) and area representing frequency; a bar chart shows discrete categories with gaps between bars.

  12. In DI, what is a 'caselet'?

    A caselet is a Data Interpretation set presented as a paragraph of text (a short situation/story) rather than a table or graph; the solver must extract the relevant numbers and relationships from the prose before computing.

  13. What is 'combined DI' and what skill does it primarily test?

    Combined DI presents two or more linked data sources (e.g., a table plus a pie chart, or a graph plus a caselet) where answering requires pulling information from more than one source; it tests data integration and cross-referencing.

  14. In a combined DI set with a table and a pie chart, what is the typical first step before answering?

    Establish the linking variable (the common total or category that connects the two sources), so you can convert a percentage from the pie chart into an absolute value from the table, or vice versa.

  15. In a caselet, why is it important to note conditional or qualifying words like 'only', 'except', 'at least'?

    These words define constraints that change which data is included in a calculation; misreading them (e.g., ignoring 'except') leads to including or excluding the wrong groups and a wrong answer.

  16. What calculation technique speeds up finding a percentage like 12.5% of a number?

    Use fraction equivalents: 12.5% = 1/8, so 12.5% of a number = number ÷ 8; memorizing fraction-to-percentage conversions avoids long multiplication.

  17. List the percentage equivalents of the fractions 1/3, 1/6, 1/7, and 1/9 used for fast DI calculation.

    1/3 ≈ 33.33%, 1/6 ≈ 16.67%, 1/7 ≈ 14.28%, 1/9 ≈ 11.11%.

  18. What is the approximation technique for quickly comparing two fractions a/b and c/d in DI?

    Cross-multiply: compare a×d with c×b. If a×d > c×b then a/b > c/d; this avoids computing each fraction's decimal value.

  19. How can you quickly estimate 'X is what percent of Y' when exact values aren't needed?

    Round X and Y to convenient numbers, compute the ratio, and convert to percent; for DI multiple-choice where options are far apart, approximation to the nearest 1–2% is usually sufficient to pick the answer.

  20. What is the 'successive percentage change' shortcut for two changes of a% and b%?

    Net percentage change = a + b + (a×b)/100; use a negative sign for a decrease. E.g., +20% then −10% gives 20 − 10 − (200/100) = +8%.

Show the other 31 Data Analysis and Sufficiency flashcards
  1. In the Concept and Answer Framework for DI, what should you do before attempting any calculation in a set?

    Scan the entire data set first — read the title, units, headings, footnotes, and legend — to understand what each number represents, so you frame each question correctly and avoid unit errors.

  2. What is the recommended order for attempting questions within a single DI set to maximize score?

    Attempt the directly readable/single-step questions first (data lookups), then the single-source calculation questions, and leave multi-source or 'cannot be determined' style questions for last.

  3. In DI's answer framework, when should you choose 'Cannot be determined' as the answer?

    Choose it only when the required value depends on data not given and that cannot be derived from the provided sources — never merely because the calculation looks long.

  4. What is Data Sufficiency (DS) as a question type?

    A DS question gives a problem followed by two statements; the task is not to solve for the value but to decide whether the statements, alone or together, provide enough information to answer the question definitively.

  5. State the five standard answer options of a typical Data Sufficiency question.

    (A) Statement 1 alone is sufficient but statement 2 alone is not; (B) Statement 2 alone is sufficient but statement 1 alone is not; (C) Both together are sufficient but neither alone is; (D) Each alone is sufficient; (E) Both together are still not sufficient.

  6. In quant-based Data Sufficiency, when is a statement 'sufficient' to answer a value question?

    A statement is sufficient when it allows you to determine exactly one definite value (a unique answer); if it yields two or more possible values, it is insufficient.

  7. In a Yes/No Data Sufficiency question, what makes a statement sufficient?

    A statement is sufficient if it always gives a definite 'Yes' or always gives a definite 'No' — consistency of the answer matters, not whether the answer is yes; a statement that sometimes yields yes and sometimes no is insufficient.

  8. What is the recommended sequence for evaluating the two statements in a DS problem?

    Evaluate Statement 1 alone, then Statement 2 alone (independently, forgetting Statement 1), and only if neither alone is sufficient, combine them; this prevents carrying information improperly between statements.

  9. In DS, after finding Statement 1 alone sufficient, which answer options remain possible?

    Only (A) or (D) remain: it is (D) if Statement 2 alone is also sufficient, otherwise (A); options B, C, and E are eliminated.

  10. In DS, after finding Statement 1 alone NOT sufficient, which answer options remain?

    Only (B), (C), or (E) remain; options (A) and (D) are eliminated because they require Statement 1 alone to be sufficient.

  11. In quant DS, why must you consider negative numbers, zero, and fractions when testing a statement?

    Because a statement like 'x² = 16' or 'x > y' can have multiple solutions across these number types; ignoring negatives/zero/fractions can make you wrongly judge a statement sufficient.

  12. What distinguishes reasoning-based Data Sufficiency from quant-based Data Sufficiency?

    Reasoning-based DS tests whether statements give enough information to deduce logical relationships, arrangements, rankings, or directions (no numeric computation needed), whereas quant-based DS tests whether enough information exists to compute a numeric value.

  13. In a reasoning-based DS question about a seating arrangement, when are the two statements together sufficient?

    When combining the constraints fixes the required position/relationship to exactly one possibility; if more than one valid arrangement still satisfies both statements, they are insufficient even together.

  14. In reasoning DS about blood relations, what makes a statement insufficient?

    A statement is insufficient if it leaves the gender or generational link ambiguous, allowing more than one possible relationship (e.g., the relation could be 'brother' or 'sister').

  15. What is the core task in a Quantitative Comparison (QC) question?

    You are given two quantities, Column A and Column B, and must determine whether A is greater, B is greater, the two are equal, or the relationship cannot be determined from the given information.

  16. State the four standard answer choices of a Quantitative Comparison question.

    (A) Quantity A is greater; (B) Quantity B is greater; (C) The two quantities are equal; (D) The relationship cannot be determined from the information given.

  17. In Quantitative Comparison, what operations can be performed on both columns without changing the relationship?

    You may add or subtract the same quantity from both, or multiply/divide both by the same positive number; you must NOT multiply or divide both by a variable of unknown sign, since a negative multiplier reverses the inequality.

  18. In Quantitative Comparison, when should you pick 'cannot be determined'?

    Pick it when plugging in different valid values for the variables yields different relationships (e.g., A > B for one choice and A < B or A = B for another).

  19. What is a fast QC strategy when both columns contain the same term added to different parts?

    Cancel the common term from both columns, then compare what remains; this simplifies the comparison without computing full values.

  20. What does 'Data Consistency' mean in data analysis?

    Data consistency means the values across a data set agree with each other and with stated totals/relationships — e.g., the parts sum to the given total, percentages add to 100%, and no figure contradicts another.

  21. How do you check the consistency of a pie chart's data?

    Verify that all the sector percentages add up to 100% (or that all central angles sum to 360°); if they don't, the data is inconsistent.

  22. In a table, what is one common consistency check using row and column totals?

    The grand total computed by summing all row totals must equal the grand total computed by summing all column totals; a mismatch signals an inconsistency or error in the data.

  23. Why is a data consistency check useful before answering a DI set?

    It confirms you have correctly interpreted units and totals; if a quick check (parts vs. total) fails, you likely misread the table, preventing several wrong answers downstream.

  24. What is 'trend analysis' in the context of data interpretation?

    Trend analysis examines how a variable changes over a sequence (usually time) to identify the overall direction — increasing, decreasing, stable, or fluctuating — and its rate of change.

  25. How do you distinguish a 'trend' from a 'pattern' in data?

    A trend is the general long-term direction of movement (up/down/flat), while a pattern is a recurring or regular behaviour such as a cycle, seasonality, or repeating shape that may occur within or around the trend.

  26. In trend analysis, what does a 'cyclical pattern' look like in a line graph?

    A cyclical pattern shows values rising and falling in repeated waves over regular intervals, returning to similar levels periodically rather than moving in one steady direction.

  27. What does a 'monotonically increasing' trend mean in a data series?

    It means every successive value is greater than (or equal to) the previous one — the series never decreases over the observed period.

  28. How do you compute the Compound Annual Growth Rate (CAGR) to summarize a multi-year trend?

    CAGR = ((Final value / Initial value)^(1/n) − 1) × 100, where n is the number of years (periods); it gives the constant annual rate that links the start and end values.

  29. In a trend with both growth and decline phases, how do you find the year of maximum value (peak)?

    Compare all the data points and select the highest one; on a line graph it is the topmost point where the slope changes from positive (rising) to negative (falling).

  30. What is the difference between absolute change and percentage change when analyzing a trend?

    Absolute change is the raw difference (New − Old) in the same units; percentage change is that difference relative to the old value × 100. A large absolute change can be a small percentage change if the base is large, and vice versa.

  31. In pattern analysis, what does an 'outlier' in a data set indicate and how is it spotted?

    An outlier is a value that deviates markedly from the surrounding trend/pattern; it is spotted as a point far from the line or from neighbouring values, and may signal a special event, an error, or a break in the pattern.

MAT Data Analysis and Sufficiency FAQ

What is in the MAT Data Analysis and Sufficiency syllabus?

MAT Data Analysis and Sufficiency is split into 3 chapters: Data Interpretation, Data Sufficiency and Data Comparison and Analysis. Together they contain 10 topics and 17 sub-topics.

How many chapters are in MAT Data Analysis and Sufficiency?

3 chapters, containing 10 topics and 17 sub-topics. The largest chapter is Data Interpretation, with 4 topics.

Are there flashcards for MAT Data Analysis and Sufficiency?

Yes — a 51-card Data Analysis and Sufficiency deck, printed in full in the flashcards section of this page and available in the Examius app with spaced repetition. The free plan covers one exam of your choice, including its flashcards; Examius Pro, a one-time purchase, unlocks every other exam and deck.