RRB ALP CBT 1 — 16 Feb 2026 — Shift 1 — Official Paper — Kerala PSC PYQ Practice with Answers

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2026English

Paper details

  • Paper code: rrb-alp-cbt-1-16-02-2026-s1
  • Format: Full previous year paper — PYQ practice with answers

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Question 1 General Intelligence and Reasoning
What should come in place of ? in the given series?\n\n39 51 68 90 117 ?
  1. A. 150
  2. B. 149
  3. C. 148
  4. D. 151

Correct answer: B. 149

Correct answer (Option B):\nLet us find the difference between consecutive terms in the series:\n51 - 39 = 12\n68 - 51 = 17\n90 - 68 = 22\n117 - 90 = 27\n\nThe differences are 12, 17, 22, 27, which increase by a constant value of 5 each time.\nFollowing this logic, the next difference must be:\n27 + 5 = 32\nAdding 32 to the last term:\n117 + 32 = 149\n\nWhy others are wrong:\nOptions A, C, and D do not follow this constant increase in the term-to-term differences.\n\nStudy tip:\nAlways check the first and second levels of differences in a number series to identify polynomial patterns.
Question 2 General Intelligence and Reasoning
HEVO is related to WTKD in a certain way based on the English alphabetical order. In the same way, PMDW is related to EBSL. To which of the given options is IFWP related, following the same logic?
  1. A. XLOE
  2. B. XEDS
  3. C. XULE
  4. D. XIOP

Correct answer: C. XULE

Correct answer (Option C):\nThe pattern follows a shift of +15 positions for each letter in the alphabetical cycle:\nH (8) + 15 = 23 (W)\nE (5) + 15 = 20 (T)\nV (22) + 15 = 37 - 26 = 11 (K)\nO (15) + 15 = 30 - 26 = 4 (D)\n\nApplying the same +15 positional shift to IFWP:\nI (9) + 15 = 24 (X)\nF (6) + 15 = 21 (U)\nW (23) + 15 = 38 - 26 = 12 (L)\nP (16) + 15 = 31 - 26 = 5 (E)\n\nThus, the related term is XULE.\n\nWhy others are wrong:\nOptions A, B, and D result from applying incorrect letter shift counts across the positions.\n\nStudy tip:\nConvert alphabetical letters quickly to their numeric ranks (1 to 26) to handle complex positional shifts easily.
Question 3 General Science
Which of the following effects of smoking was observed in terms of respiration?
  1. A. Promotion of cilia in upper respiratory tract
  2. B. Destruction of cilia in upper respiratory tract
  3. C. Promotion of cilia in lower respiratory tract
  4. D. Destruction of cilia in lower respiratory tract

Correct answer: B. Destruction of cilia in upper respiratory tract

Correct answer (Option B):\nSmoking directly leads to the destruction of cilia in the upper respiratory tract. Cilia are tiny hair-like structures that help sweep away dust, pathogens, and foreign particles. Damage to these structures impairs the respiratory tract mucosal defense mechanism.\n\nWhy others are wrong:\nOptions A and C are incorrect because smoking inhibits and destroys cilia rather than promoting them. Option D is incorrect as the primary filtration barrier damaged initially resides in the upper respiratory zone.\n\nRemember:\nCilia damage from cigarette smoke is a major contributor to chronic bronchitis and smoker's cough.
Question 4 General Intelligence and Reasoning
In a code language, 'DEAR' is coded as 16 and 'ANGEL' is coded as 25. How will 'BEHAVIOR' be coded in the same language?
  1. A. 64
  2. B. 36
  3. C. 18
  4. D. 49

Correct answer: A. 64

Correct answer (Option A):\nThe logic behind this coding pattern is the square of the total number of letters present in the word:\nDEAR consists of 4 letters: 4² = 16\nANGEL consists of 5 letters: 5² = 25\n\nApplying the same logic to BEHAVIOR:\nBEHAVIOR consists of 8 letters: 8² = 64\n\nWhy others are wrong:\nOptions B, C, and D do not represent the square of the total number of letters in the target word.\n\nStudy tip:\nWhen codes are small perfect squares, always check the word length count as a potential base value.
Question 5 Mathematics
The sum of the present ages of Bunty and Bubbly is 24 years. After 2 years from now, Bunty's age will be three times that of Bubbly's age. Bunty's present age (in years) is:
  1. A. 28
  2. B. 17
  3. C. 22
  4. D. 19

Correct answer: D. 19

Correct answer (Option D):\nLet the present age of Bunty be x years and Bubbly be (24 - x) years.\nAfter 2 years:\nBunty's age = x + 2\nBubbly's age = (24 - x) + 2 = 26 - x\n\nAccording to the problem:\nx + 2 = 3 × (26 - x)\nx + 2 = 78 - 3x\n4x = 76\nx = 19\n\nBunty's present age is 19 years.\n\nWhy others are wrong:\nOptions A, B, and C fail to satisfy the linear relation equations formed from the question parameters.\n\nStudy tip:\nSetting up a single variable linear equation saves time compared to working with two separate variables.

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