🇮🇳 RBI Grade B · subject

RBI Grade B Reasoning and Analytical Ability Syllabus

The Reasoning and Analytical Ability syllabus for RBI Grade B in full: 4 chapters, 14 topics and 19 sub-topics, every one listed below, plus 51 Reasoning and Analytical Ability flashcards with answers.

4Chapters
14Topics
19Sub-topics
51Flashcards

Reasoning and Analytical Ability syllabus: all 4 chapters

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

  1. Verbal Reasoning

    4 topics
    • Syllogism
      • Possibility cases
      • Statement-conclusion
    • Coding-Decoding
      • Letter and number coding
      • New pattern coding
    • Blood Relations and Direction Sense
      • Family tree puzzles
      • Distance and direction
    • Inequalities
      • Coded inequalities
  2. Analytical Puzzles and Arrangements

    4 topics
    • Seating Arrangement
      • Linear and circular
      • Facing inward/outward variations
    • Puzzles
      • Floor-based puzzles
      • Scheduling (day/month) puzzles
    • Ordering and Ranking
      • Comparison-based ranking
    • Input-Output
      • Machine input sequencing
  3. Critical Reasoning

    3 topics
    • Statement and Assumptions
      • Implicit assumptions
    • Course of Action and Inference
      • Cause and effect
    • Strengthening and Weakening Arguments
      • Evaluating arguments
  4. Non-Verbal and Logical Reasoning

    3 topics
    • Series and Analogy
      • Number and figure series
    • Data Arrangement (Logical)
      • Logical sequencing
    • Decision Making
      • Situational judgment

RBI Grade B Reasoning and Analytical Ability flashcards — 51 questions with answers

  1. In syllogism, what does the statement "All A are B" allow you to conclude about the relationship between A and B?

    Every member of A is contained in B (A is a subset of B), but not all B are necessarily A. The valid converse is the particular "Some B are A."

  2. What is the rule for drawing a definite conclusion from two particular statements (both starting with "Some") in syllogism?

    No definite conclusion can be drawn from two particular premises. At least one premise must be universal (All/No) to derive a valid conclusion.

  3. In syllogism, what is a "complementary pair" (either-or conclusion)?

    When two conclusions individually fail but together exhaust all possibilities (one is "Some A are B" and the other "No A are B" / "Some A are not B" on the same terms), the answer is "either I or II follows."

  4. From "No A are B," what immediate conversions are valid in syllogism?

    "No B are A" (full conversion holds for No-statements) and "Some A are not B" / "Some B are not A."

  5. In syllogism, can a universal negative conclusion ("No") follow from two affirmative premises?

    No. A negative conclusion requires at least one negative premise. Two affirmative premises can never yield a negative conclusion.

  6. In letter-shift coding, if in a code each letter is replaced by the letter 2 places ahead, how is "CAT" coded?

    "ECV" — C→E, A→C, T→V (each shifted forward by 2 positions in the alphabet).

  7. What is the standard alphabet position value of the letters A, J, S, and Z?

    A = 1, J = 10, S = 19, Z = 26. (EJOTY mnemonic: E=5, J=10, O=15, T=20, Y=25.)

  8. In substitution-type coding-decoding, what is the basic technique to crack the code?

    Compare the given coded words letter-by-letter to find which code-symbol consistently maps to which letter across multiple statements, then decode the target word.

  9. What is the reverse-alphabet (opposite letter) value, and how do you find a letter's opposite?

    Opposite of a letter = (27 minus its position). E.g., A(1)↔Z(26), B(2)↔Y(25), M(13)↔N(14). Position + opposite position = 27.

  10. In a blood relations problem, what does "the only daughter of my mother's brother" identify the person as?

    The cousin (specifically the female cousin) — mother's brother is the maternal uncle, so his daughter is the speaker's cousin.

  11. In direction sense, starting facing North and turning clockwise, what are the four cardinal directions in order?

    North → East → South → West (clockwise). Anticlockwise: North → West → South → East.

  12. In direction sense, how do you find the shortest (straight-line) distance between start and end points after perpendicular movements?

    Use the Pythagorean theorem: shortest distance = sqrt((net horizontal displacement)^2 + (net vertical displacement)^2).

  13. In blood relations, what relation is "my father's only son" to me (when said by a male)?

    Myself. The father's only son is the speaker himself (if the speaker is male).

  14. In direction sense, if you face South and take a left turn, which direction do you now face?

    East. (Facing South, left turn = East; right turn = West.)

  15. In blood relations coding (e.g., A + B means A is father of B), what does each operator typically need to be defined as before solving?

    Each symbol (+, -, x, ÷) is assigned a specific relationship and gender; you must first list these definitions, then build the family chain step by step.

  16. In inequalities, what conclusion follows from the chain A > B > C?

    A > C (and A > B, B > C). The relationship is transitive for the same direction of strict inequality.

  17. In coded inequalities, if A ≥ B and B > C, can you conclude A > C?

    Yes. "At least" combined with "greater than" yields strictly greater than: A ≥ B > C implies A > C.

  18. In inequalities, when does the "either-or" case arise between two conclusions?

    When the relation between two variables is undefined by the chain (e.g., from A ≥ B and A > C you cannot order B and C), and the two conclusions B ≥ C and B < C / B > C together cover all possibilities on the same pair.

  19. In inequalities, what does A ≤ B ≤ C combined with C = D let you conclude about A and D?

    A ≤ D (A ≤ B ≤ C = D), so A is less than or equal to D.

  20. Why can no relation be established between A and C from A > B < C?

    Because the inequality signs point in opposite directions toward B (both A and C are greater than B), so A and C cannot be compared — relation is indeterminate.

Show the other 31 Reasoning and Analytical Ability flashcards
  1. In a linear seating arrangement where all persons face North, who is to the right of a given person?

    The person seated to the observer's/our right of them — for North-facing rows, "right" means toward the East end; left means toward the West end.

  2. In a linear arrangement, if persons face South, how does left/right reverse compared to facing North?

    It reverses: for South-facing persons, your right is their left and your left is their right, so left/right of each person flips relative to North-facing rows.

  3. In circular seating where all face the centre, in which rotational direction is a person's right?

    When facing the centre, a person's right hand points in the clockwise... actually anticlockwise direction; left points clockwise. (Facing centre: right = anticlockwise side, left = clockwise side.)

  4. In circular seating where all face outward (away from centre), how does the clockwise/anticlockwise sense for left/right change?

    It reverses versus facing-centre: for outward-facing persons, right = clockwise direction and left = anticlockwise direction.

  5. What does "immediate neighbours" mean in a seating arrangement, and how many does a person in the middle of a row have?

    Immediate neighbours are persons seated directly adjacent. A middle person in a single row has two; a person at either end has only one.

  6. In puzzle solving, what is the recommended first step when given conditions and a fixed number of positions/slots?

    Identify the fixed/definite clues first (those giving exact positions), build the base diagram, then apply conditional/negative clues to fill remaining slots.

  7. In floor-based puzzles, if floors are numbered 1 (bottom) to 7 (top), what does "P lives immediately above Q" mean?

    P's floor number is exactly one more than Q's (P = Q + 1); P is directly on the next higher floor.

  8. In ordering and ranking, if a person is 7th from the top and 11th from the bottom, what is the total number of people?

    Total = (7 + 11) - 1 = 17. (Formula: position from top + position from bottom - 1.)

  9. In ranking, if there are 40 students and a person is 12th from the top, what is their rank from the bottom?

    Rank from bottom = (Total + 1) - rank from top = (40 + 1) - 12 = 29th from the bottom.

  10. In ordering and ranking, how do you find the number of people between two persons given their positions from the same end?

    Number between = (difference of their positions) - 1. E.g., 5th and 12th from top: 12 - 5 - 1 = 6 people between them.

  11. In Input-Output reasoning, what is the "machine" doing in each step?

    It rearranges a given input (words/numbers) following a fixed logical rule per step, producing the next step until a final arrangement is reached.

  12. What are the common rearrangement logics tested in Input-Output problems?

    Arranging words alphabetically, numbers in ascending/descending order, shifting the largest/smallest or first/last element to one end per step, or a combination of word-and-number sorting.

  13. In Input-Output, how do you find the rule when given an input and several intermediate steps?

    Compare consecutive steps to see which element moves and where; the consistent pattern (e.g., smallest number goes to front each step) reveals the operating logic, which you then apply forward or backward.

  14. In Statement and Assumptions, what is an "assumption"?

    Something taken for granted or presupposed by the statement — an unstated idea that must be true for the statement/action to make sense.

  15. What is the standard test for whether an assumption is implicit in a statement?

    If the statement could not hold or the action would be pointless without that idea being true, the assumption is implicit. If the statement stands without it, the assumption is not implicit.

  16. In Statement and Assumptions, are facts already stated in the statement considered valid assumptions?

    No. An assumption must be something unstated/presupposed. If it is directly mentioned in the statement, it is not an assumption (it is a stated fact).

  17. In Course of Action questions, what makes a suggested action valid (one that "follows")?

    It must be practical, address the problem in the statement, and lead to improvement/solution without being extreme or impractical; it should logically follow from the given problem.

  18. In Statement and Inference, what is an "inference"?

    A conclusion drawn from the given facts/data that is not directly stated but logically derivable as probably true based on the information provided.

  19. How does an inference differ from an assumption?

    An assumption is presupposed (taken for granted before/underlying the statement); an inference is a logical conclusion derived after, from the stated facts.

  20. In Strengthening and Weakening arguments, what does a statement that "strengthens" an argument do?

    It provides additional evidence or support that makes the conclusion more likely to be true — it reinforces the link between premise and conclusion.

  21. What does a statement that "weakens" an argument do?

    It introduces a fact, alternative cause, or counter-evidence that makes the conclusion less likely or attacks the assumption connecting premise to conclusion.

  22. In argument evaluation, why is an "out of scope" or irrelevant statement neither strengthening nor weakening?

    Because it does not bear on the argument's specific conclusion or assumption; only statements directly affecting the premise-conclusion link count as strong/weak.

  23. In a number series, identify the pattern: 2, 6, 12, 20, 30, …. What is the next term?

    42. The differences are 4, 6, 8, 10, 12 (increasing even numbers); 30 + 12 = 42. (Pattern: n(n+1).)

  24. In a number series, what is the next term of 3, 6, 12, 24, 48, …?

    96. Each term is multiplied by 2 (geometric progression with ratio 2).

  25. In analogy, how do you solve "AB : CD :: EF : ?" type letter analogies?

    Find the positional/shift relationship in the first pair (e.g., +2 to each letter) and apply the identical rule to the second pair to get the answer.

  26. In a number analogy like 6 : 36 :: 8 : ?, what is the answer and the logic?

    64. The relationship is square (6^2 = 36), so 8^2 = 64.

  27. What is the missing term in the series 1, 4, 9, 16, 25, …, and what is the rule?

    36. The series is perfect squares (1^2, 2^2, 3^2, 4^2, 5^2, 6^2).

  28. In Logical Data Arrangement (classification/grouping puzzles), what is the key first step?

    Categorize given entities by the defining attribute (e.g., department, day, colour) and use the constraints to map each entity to exactly one group/slot.

  29. In Decision Making questions, what is the correct approach when given a set of conditions and candidate cases?

    Check each case against every stated condition; the candidate qualifies only if all essential conditions are met (or the specified exception applies), otherwise they are rejected or referred.

  30. In Decision Making, how should an "exception clause" (e.g., "if not, refer to higher authority") be treated?

    When a candidate fails a primary condition but the data triggers the exception, apply the exception's prescribed action rather than outright rejection.

  31. In Coding-Decoding, what is the technique for a "mixed/conditional" coding where rules depend on element position or type?

    First note the conditions (e.g., if first element is a vowel, swap codes of first and last), apply each condition in stated priority order to the given sequence to derive the final code.

RBI Grade B Reasoning and Analytical Ability FAQ

What is in the RBI Grade B Reasoning and Analytical Ability syllabus?

RBI Grade B Reasoning and Analytical Ability is split into 4 chapters: Verbal Reasoning, Analytical Puzzles and Arrangements, Critical Reasoning and Non-Verbal and Logical Reasoning. Together they contain 14 topics and 19 sub-topics.

How many chapters are in RBI Grade B Reasoning and Analytical Ability?

4 chapters, containing 14 topics and 19 sub-topics. The largest chapter is Verbal Reasoning, with 4 topics.

Are there flashcards for RBI Grade B Reasoning and Analytical Ability?

Yes — a 51-card Reasoning and Analytical Ability 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.