Punjab Police Constable
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Part of Reasoning > 01 Number Series - 25 questions, about 25 min, with an explanation after every answer.
Number Series MCQ – Part 1 is a topic inside Reasoning (01 Number Series). It runs 25 untimed MCQs - roughly 25 min - and the review explains every answer once you submit.
The shape of the set before you start it.
Number Series MCQ – Part 1 sits inside Reasoning, under the 01 Number Series lane, and the portal keeps it as one self-contained set: 25 questions, four options each, no clock and a written explanation behind every answer.
Attempt it once to find the gaps, read why each distractor is wrong, then retake the same set a few days later. The questions you miss twice are the ones worth writing down.
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Read the question, pick an option, then open the answer.
At a Ludhiana test centre, seat numbers follow 143, 156, 169, 182, ... . What is the 9th seat number in this sequence?
Answer: (D) 247
Explanation: The common difference is 13. The 9th term is 143 + 8 × 13 = 247.
Which value replaces the blank in 8, 22, 64, ?, 568, 1702?
Answer: (D) 190
Explanation: Each term is the previous term × 3 − 2. Thus 64 × 3 − 2 = 190, and 190 × 3 − 2 = 568.
Complete the list: 122, 170, 226, 290, ?.
Answer: (B) 362
Explanation: These are 11² + 1, 13² + 1, 15² + 1 and 17² + 1. Next is 19² + 1 = 362.
Gurleen separates the odd and even positions of 12, 320, 17, 160, 26, 80, 39, 40, ?, ? . Which pair fills the blanks in order?
Answer: (C) (56, 20)
Explanation: Odd-position terms have differences 5, 9, 13, 17, giving 39 + 17 = 56. Even-position terms halve, giving 40 ÷ 2 = 20.
A machine displays 32, 48, 72, 108, ? in successive cycles. Select its next display.
Answer: (D) 162
Explanation: Multiply by 3/2 each time. Hence 108 × 3 ÷ 2 = 162.
One entry breaks the pattern in 18, 24, 34, 48, 68, 88. Identify that entry.
Answer: (A) 68
Explanation: The differences should be 6, 10, 14, 18, 22. Therefore 48 + 18 = 66 should replace 68, and 66 + 22 = 88.
Among consecutive prime numbers, Aman has written 41, 43, ?, 53, 59. Which number has he omitted?
Answer: (B) 47
Explanation: The consecutive primes are 41, 43, 47, 53, 59. The omitted number is 47.
Find the missing internal term: 21, 25, ?, 49, 81, 145.
Answer: (A) 33
Explanation: The differences double: 4, 8, 16, 32, 64. Thus the missing term is 25 + 8 = 33.
Harpreet uses the sum of the preceding two entries to continue 9, 14, 23, 37, ?, 97. What belongs in the gap?
Answer: (C) 60
Explanation: Add the preceding two terms: 23 + 37 = 60. The check is 37 + 60 = 97.
The same step pattern connects 7, 8, 18, 57, 232, ? . Determine the final term.
Answer: (D) 1165
Explanation: The operations are ×1 + 1, ×2 + 2, ×3 + 3 and ×4 + 4. Next, 232 × 5 + 5 = 1165.
Choose the continuation of 120, 336, 720, 1320, ?.
Answer: (C) 2184
Explanation: The terms are n³ − n for n = 5, 7, 9, 11. The next base is 13, so 13³ − 13 = 2184.
An instrument records −1458, −486, −162, −54, ? . What is its next reading?
Answer: (D) -18
Explanation: Divide each term by 3. Therefore −54 ÷ 3 = −18.
In 31, 36, 45, 60, 83, ?, the differences themselves follow a pattern. Supply the missing value.
Answer: (C) 116
Explanation: The first differences are 5, 9, 15, 23; their increases are 4, 6, 8. The next increase is 10, so 83 + 33 = 116.
Two familiar power sequences are interwoven: 16, 27, 25, 64, 36, 125, 49, ? . Which value comes next?
Answer: (C) 216
Explanation: Odd positions contain 4², 5², 6², 7²; even positions contain 3³, 4³, 5³, 6³. The required value is 6³ = 216.
Riya copied a ×4 series as 7, 28, 112, 446, 1792. Which copied number needs correction?
Answer: (B) 446
Explanation: 112 × 4 = 448 and 448 × 4 = 1792. Hence 446 is the incorrect entry.
A display alternates two operations: 6, 18, 14, 42, 38, 114, ? . Select the missing reading.
Answer: (A) 110
Explanation: The operations alternate ×3 and −4. After 38 × 3 = 114, subtract 4 to get 110.
Determine the missing pair in 30, 24, 130, 120, 350, 336, ?, ? by considering paired cube adjustments.
Answer: (B) (738, 720)
Explanation: Each odd base supplies n³ + n followed by n³ − n, using bases 3, 5, 7, then 9. The pair is (9³ + 9, 9³ − 9) = (738, 720).
What replaces ? in 180, 161, 144, 131, 120, ? if successive prime numbers are subtracted in descending order?
Answer: (C) 113
Explanation: The subtractions are 19, 17, 13, 11, then 7. Hence 120 − 7 = 113.
A decreasing sequence reads 286, 269, ?, 235, 218. Fill its vacant position.
Answer: (A) 252
Explanation: Subtract 17 at each step. The missing term is 269 − 17 = 252.
Meera divides by a different prime at each step: 30030, 15015, 5005, 1001, 143, ? . Find the next quotient.
Answer: (B) 13
Explanation: The divisors are consecutive primes 2, 3, 5, 7, 11. The next quotient is 143 ÷ 11 = 13.
Identify the two numbers that follow 4, 90, 7, 82, 11, 72, 18, 60, 29, 46 in the same order.
Answer: (A) (47, 30)
Explanation: Odd positions follow 4, 7, 11, 18, 29, so the next is 18 + 29 = 47. Even positions decrease by 8, 10, 12, 14, then 16, giving 46 − 16 = 30.
The terms 310, 261, 225, 200, 184, ? decrease by a recognisable family of numbers. Choose the next term.
Answer: (B) 175
Explanation: Subtract 7², 6², 5², 4², then 3². Therefore 184 − 9 = 175.
For the progression 630, 310, 150, 70, 30, ?, which result fits every transition?
Answer: (A) 10
Explanation: Each step is ÷2 − 5. Thus 30 ÷ 2 − 5 = 10.
Exactly one term is incorrect in 6, 11, 32, 121, 601, 3601. Which term is it?
Answer: (D) 32
Explanation: Use ×2 − 1, ×3 − 2, ×4 − 3, ×5 − 4, ×6 − 5. The corrected third term is 11 × 3 − 2 = 31, so 32 is wrong; 31 × 4 − 3 = 121.
Continue the zigzag sequence 50, 53, 47, 59, 35, ?.
Answer: (A) 83
Explanation: The signed differences are +3, −6, +12, −24, then +48. Hence 35 + 48 = 83.
Where the marks actually come from.
Number Series MCQ – Part 1 is factual rather than analytical: you either recall it in seconds or you lose the mark to somebody who did. That makes it one of the cheapest sections to convert - a handful of short sittings usually settles the whole cluster.
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What an examiner usually reaches for in this cluster.
Expect one-line recall questions - definitions, stand-for expansions, identifiers and the ordering of things. Practise the wording as well as the concept: these papers test terminology, and the set above uses the same four-option shape they do.
20 fresh mixed questions a day, plus the current-affairs sets examiners keep reusing.
How this topic behaves in real papers.
Past papers reuse clusters like this almost verbatim across years and posts. Run the same set until every distractor is familiar - previous-year style questions stop being recall and start being free marks.
The portal's previous-year practice runs through the General Knowledge lane and the daily mixed quiz.
Neighbouring sets in this subject, then the rest of the portal.
25 MCQs
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From General Knowledge
25 MCQs
From General Knowledge
25 MCQs
25 questions, about 25 min, instant scoring and a full review at the end.
Answered against the set as it is published today.
Number Series MCQ – Part 1 runs 25 untimed questions - about 25 min at a steady pace. The set clears at 40% and you can retake it as often as you like.
The set answers that: each question carries four options and a full explanation, so you learn the wording an examiner uses, not just the fact behind it.
Open the quiz page above, or start from the Reasoning subject page if you want to drill neighbouring lanes in the same sitting.
Scores, bookmarks and streaks need the optional Google sign-in. Opening the set and answering questions does not.