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IIFT Entrance Exam Data Interpretation and Logical Reasoning Syllabus

The Data Interpretation and Logical Reasoning syllabus for IIFT Entrance Exam in full: 4 chapters, 23 topics and 22 sub-topics, every one listed below, plus 50 Data Interpretation and Logical Reasoning flashcards with answers.

4Chapters
23Topics
22Sub-topics
50Flashcards

Data Interpretation and Logical Reasoning syllabus: all 4 chapters

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

  1. Data Interpretation

    6 topics
    • Tables and Tabular Data
      • Single and multi-table comparison
      • Missing value tables
    • Bar Graphs and Line Charts
      • Stacked and grouped bars
      • Multi-line trend analysis
    • Pie Charts
      • Single and nested pie charts
      • Pie combined with tables
    • Caselets and Paragraph-based DI
    • Mixed and Combination Charts
    • Data Sufficiency
      • Single and two-statement sufficiency
      • Quant and reasoning based sufficiency
  2. Analytical Reasoning

    6 topics
    • Arrangements
      • Linear and circular seating
      • Rectangular and double-row arrangements
    • Distribution and Grouping
    • Scheduling and Ordering
      • Days, months and timetable puzzles
      • Ranking and sequencing
    • Blood Relations
      • Family tree based questions
      • Coded blood relations
    • Directions and Distances
    • Selection Based on Conditions
  3. Logical Reasoning

    7 topics
    • Syllogisms
      • Venn diagram method
      • Possibility and definite conclusions
    • Statement and Conclusions / Assumptions
      • Inference and assumption
      • Course of action
    • Cause and Effect, Strong-Weak Arguments
    • Logical Sequence and Series
    • Coding-Decoding
      • Letter, number and symbol coding
      • Coded language and conditions
    • Input-Output and Machine Logic
    • Binary Logic, Truth-Teller and Liar
  4. Critical and Non-verbal Reasoning

    4 topics
    • Critical Reasoning
      • Strengthen, weaken and assumption
      • Inference and paradox
    • Series and Analogy (Number, Letter, Figure)
    • Odd One Out and Classification
    • Mirror, Water Images and Paper Folding

IIFT Entrance Exam Data Interpretation and Logical Reasoning flashcards — 50 questions with answers

  1. In a data table, how do you calculate the percentage contribution of one row's value to a column total?

    Percentage contribution = (Cell value / Column total) x 100. It expresses what share that cell represents of the whole column.

  2. When reading a table with year-on-year data, how is the growth rate from one year to the next computed?

    Growth rate = ((Current year value - Previous year value) / Previous year value) x 100.

  3. What is the key advantage of a bar graph over a table for DI questions?

    A bar graph allows quick visual comparison of magnitudes across categories; the longer/taller the bar, the larger the value. It speeds up relative comparisons but loses exact precision.

  4. On a line chart, what does the slope of a line segment between two points represent?

    The slope represents the rate of change (increase or decrease) between the two time periods; a steeper slope means a faster change, and a downward slope means a decline.

  5. In a pie chart, how do you convert a sector's central angle into a percentage and a value?

    Percentage = (Angle / 360) x 100. Value = (Angle / 360) x Total. Conversely, Angle = (Value / Total) x 360 degrees.

  6. In a pie chart, what central angle corresponds to 1% of the total?

    3.6 degrees, since 360 degrees / 100 = 3.6 degrees per percent.

  7. What is a caselet in Data Interpretation?

    A caselet is a DI set where data is presented as a paragraph of text (no chart or table). The solver must extract and organize the figures, often into a table, before answering.

  8. What is the recommended first step when solving a caselet (paragraph-based DI) problem?

    Read carefully and convert the textual data into a structured table or diagram, then identify relationships and solve. Organizing the data is essential before computation.

  9. What is a mixed or combination chart in DI?

    A combination chart displays two or more chart types together (e.g., bars with a superimposed line), often using two y-axes, to show different but related data sets simultaneously.

  10. In a combination chart with bars and a line, why is a secondary (right-hand) axis often used?

    The secondary axis is used when the two data series have very different scales or units (e.g., revenue in crores on bars and growth percentage on the line), so each can be read accurately.

  11. What does a Data Sufficiency question ask you to determine?

    It asks whether the given statements provide enough information to answer the question, NOT to actually compute the final answer. You judge sufficiency, not the value.

  12. State the five standard answer options used in Data Sufficiency questions.

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

  13. In Data Sufficiency, what is a common trap regarding the two statements?

    Evaluating each statement independently before combining; people wrongly assume both are needed or carry information from one into the other. Each must first be judged alone, then together.

  14. In Arrangement (linear) puzzles, what defines a linear arrangement and how are 'left' and 'right' interpreted?

    A linear arrangement places people/objects in a single row. Unless stated otherwise, directions are from the reader's perspective; if all face the solver, their left/right are reversed relative to the solver.

  15. In a circular arrangement, how does the facing direction affect neighbor positions?

    If all face the centre, a person's left is the next anticlockwise and right is clockwise. If all face outward, this reverses. Mixed-facing requires tracking each person's orientation.

  16. In Distribution and Grouping puzzles, what type of information must be tracked simultaneously?

    Multiple parameters per entity (e.g., person, plus attributes like city, colour, profession). A grid/matrix is used to map each entity to its attributes from the clues.

  17. What technique is best for solving Distribution/matching puzzles with several categories?

    A matrix (grid) where rows are entities and columns are attributes; mark definite Yes (tick) and No (cross) cells, eliminating possibilities until each entity has a unique match.

  18. In Scheduling and Ordering puzzles (e.g., days/months), what should you do with 'before/after' and 'between' clues?

    Translate them into relative positions on a sequence/timeline, fixing order constraints. 'Between' clues fix gaps; combine fixed anchors with relative ones to build the full order.

  19. What is the difference between a 'ranking' and an 'ordering' puzzle?

    Ranking compares entities on a single measurable attribute (tallest, oldest, etc.) producing a top-to-bottom order; ordering arranges items by position/sequence such as days, floors, or queue places.

  20. In Blood Relations, what relation is 'my father's only son'?

    It refers to the speaker himself (the male speaker). So 'father's only son' = me.

Show the other 30 Data Interpretation and Logical Reasoning flashcards
  1. In Blood Relations, who is 'the daughter of my grandfather's only son' (assuming your father is that only son)?

    She is your sister (or yourself if you are female), since grandfather's only son is your father, and his daughter is your sister.

  2. What is the standard convention for representing gender and generations in a blood-relation diagram?

    Use symbols: '+' or square for male, '-' or circle for female; horizontal lines (=) for married couples and siblings, vertical/sloped lines for parent-child links across generations.

  3. In Directions and Distances, what are the four cardinal and four ordinal directions and their angular gaps?

    Cardinals: North, East, South, West (90 degrees apart). Ordinals: NE, SE, SW, NW, each 45 degrees between two cardinals.

  4. In a Directions problem, how do you find the shortest (straight-line) distance after movements forming a right angle?

    Use the Pythagoras theorem: shortest distance = square root of (horizontal displacement squared + vertical displacement squared).

  5. In Directions problems, if you face North and turn right, which direction do you face? And after a further right turn?

    Facing North, a right turn faces you East; a further right turn faces you South. Each right (clockwise) turn rotates you 90 degrees: N to E to S to W.

  6. What is the rule for shadows in Direction problems at sunrise and sunset?

    At sunrise the sun is in the East, so shadows fall toward the West. At sunset the sun is in the West, so shadows fall toward the East.

  7. In Selection-Based-on-Conditions problems, what does a conditional clue like 'A is selected only if B is selected' mean logically?

    It means A implies B: if A is in, then B must be in. It does NOT mean B requires A. The contrapositive: if B is not selected, then A cannot be selected.

  8. In selection problems, how do you interpret 'either A or B but not both'?

    Exactly one of A and B is selected (exclusive or): the valid cases are A-without-B or B-without-A; selecting both or neither violates the condition.

  9. What are the four standard categorical statements used in Syllogisms?

    All A are B (universal affirmative), No A is B (universal negative), Some A are B (particular affirmative), and Some A are not B (particular negative).

  10. In Syllogisms, what conclusion follows from 'All A are B' and 'All B are C'?

    'All A are C' follows definitely. (Also 'Some C are A' and 'Some A are C' follow as immediate inferences.)

  11. In Syllogisms, what is the rule about conclusions when both premises are particular (contain 'Some')?

    No definite conclusion can be drawn from two particular premises. At least one premise must be universal to yield a valid conclusion.

  12. In Syllogisms, what does the complementary pair (either-or) case require?

    When two conclusions individually do not follow but together exhaust all possibilities (e.g., 'Some A are B' and 'Some A are not B', with same subject-predicate), the 'either-or' answer holds.

  13. What is the difference between an assumption and a conclusion in Statement-based reasoning?

    An assumption is something taken for granted and unstated that the statement depends on; a conclusion is an inference derived from and supported by the stated information.

  14. In Statement and Assumptions, what test confirms whether something is a valid (implicit) assumption?

    Negate the assumption; if its negation breaks down or contradicts the statement, then it is a necessary assumption. If the statement still holds, it is not an assumption.

  15. In Statement and Conclusions questions, what makes a conclusion 'definitely follow'?

    A conclusion follows only if it can be logically derived directly from the statement without extra information or external knowledge; if it requires assumptions or new data, it does not follow.

  16. In Cause and Effect questions, what is the key relationship to identify between two events?

    Whether one event (cause) directly leads to the other (effect), whether both are effects of a common cause, or whether they are independent. Time order and direct causation must be checked.

  17. What distinguishes a strong argument from a weak argument in Critical Reasoning?

    A strong argument is relevant to the question, directly addresses the issue, and is based on facts/logic; a weak argument is irrelevant, trivial, ambiguous, or based on assumptions or emotion.

  18. In Logical Sequence of Words, what ordering principles are typically applied?

    Order words by logical progression such as size (small to large), chronology (earliest to latest), part-to-whole, life cycle, or process sequence (cause then effect).

  19. What is the basic approach to Coding-Decoding by letter shifting?

    Find the constant positional shift between each plaintext letter and its code (e.g., +1, +2, or reverse alphabet), then apply the same rule to encode/decode the target word.

  20. In Coding-Decoding, what is the reverse-alphabet (opposite letter) relationship for A and Z?

    Each letter maps to its mirror: A<->Z, B<->Y, C<->X, etc. For a letter at position n, its opposite is at position (27 - n).

  21. What is the EJOTY trick used in Coding-Decoding?

    EJOTY gives quick reference letter positions: E=5, J=10, O=15, T=20, Y=25, helping you quickly find any letter's numeric position in the alphabet.

  22. In Input-Output (machine logic) problems, what stays constant across all questions of a given set?

    The rearrangement rule/logic the machine applies each step is fixed. Once you deduce the step-by-step operation from the example, you apply the same rule to any new input.

  23. What is a common type of operation in Input-Output machine problems?

    Common operations include shifting the largest/smallest number or alphabetically first/last word to one end each step, or sorting elements in ascending/descending order one per step.

  24. In Binary Logic (truth-teller and liar) puzzles, what defines a truth-teller, a liar, and an alternator?

    A truth-teller always speaks truth, a liar always lies, and an alternator alternates between truth and lie. Each person's type must be deduced consistently from their statements.

  25. What is the standard solving technique for Truth-teller/Liar puzzles?

    Assume a person is a truth-teller (or liar), trace all statements for consistency, and discard any assumption that leads to a contradiction; the consistent assignment is the solution.

  26. In Critical Reasoning, what is the role of an 'assumption' that strengthens an argument's conclusion?

    A strengthening assumption supplies an unstated link that supports the conclusion; if added, the argument's logic becomes more solid. A weakener does the opposite by attacking that link.

  27. How do you solve a Number Series question?

    Identify the pattern between consecutive terms: common difference (arithmetic), common ratio (geometric), squares/cubes, alternating series, or differences of differences, then extend the pattern.

  28. In Analogy questions (A:B :: C:?), what must be identified first?

    Identify the exact relationship between A and B (e.g., synonym, antonym, part-whole, cause-effect, worker-tool), then apply the identical relationship to C to find the missing term.

  29. What is the principle behind Odd-One-Out / Classification questions?

    Four of five items share a common property (category, pattern, or relationship); the odd one lacks that shared property. Find the common rule, then the exception.

  30. What are the rules for Mirror images and Water (reflection) images?

    Mirror image reverses left-right (lateral inversion) about a vertical mirror; water image reverses top-bottom (vertical inversion) about a horizontal surface. In paper folding, punched holes appear symmetrically about each fold line when unfolded.

IIFT Entrance Exam Data Interpretation and Logical Reasoning FAQ

What is in the IIFT Entrance Exam Data Interpretation and Logical Reasoning syllabus?

IIFT Entrance Exam Data Interpretation and Logical Reasoning is split into 4 chapters: Data Interpretation, Analytical Reasoning, Logical Reasoning and Critical and Non-verbal Reasoning. Together they contain 23 topics and 22 sub-topics.

How many chapters are in IIFT Entrance Exam Data Interpretation and Logical Reasoning?

4 chapters, containing 23 topics and 22 sub-topics. The largest chapter is Logical Reasoning, with 7 topics.

Are there flashcards for IIFT Entrance Exam Data Interpretation and Logical Reasoning?

Yes — a 50-card Data Interpretation and Logical Reasoning 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.