Number Analogy MCQS | Download Number Analogy Work sheet PDF for SSC MTS, SSC CGL UPSSSC 2024

Number Analogy MCQS: In this topic we are providing 50 multiple-choice questions (MCQs) based on number analogies for student who are interested ssc, mts,ssc cgl upsssc exams. Each question provides a pair of numbers with a specific relationship, followed by a new number that needs a similar match.
Table of Contents
ToggleDefine number analogy
Number analogy is a type of logical reasoning where a relationship or pattern between numbers is identified and applied to find the missing or related number. It involves recognizing mathematical operations, sequences, or transformations between given numbers to establish a consistent rule.
For example:
2 : 4 :: 3 : ?
(Same relationship should apply to the second pair as it does to the first.)
Since 2 × 2 = 4, applying the same rule: 3 × 2 = 6
So, the answer is 6.

Type of number analogy
Number analogies can be categorized into different types based on the pattern or relationship between numbers. Here are the main types:
1. Direct Arithmetic Analogy
- Based on basic operations like addition, subtraction, multiplication, and division.
- Example:
4 : 8 :: 6 : ?
(4 × 2 = 8, so 6 × 2 = 12) → Answer: 12
2. Square and Cube Analogy
- Involves squares, cubes, or their roots.
- Example:
5 : 25 :: 7 : ?
(5² = 25, so 7² = 49) → Answer: 49
3. Prime Number Analogy
- Based on prime numbers or their positions.
- Example:
3 : 5 :: 7 : ?
(Next prime after 3 is 5, next prime after 7 is 11) → Answer: 11
4. Difference-Based Analogy
- The difference between numbers follows a pattern.
- Example:
10 : 15 :: 20 : ?
(10 + 5 = 15, so 20 + 5 = 25) → Answer: 25
5. Multiplication/Division Pattern
- Uses consistent multiplication or division.
- Example:
6 : 18 :: 7 : ?
(6 × 3 = 18, so 7 × 3 = 21) → Answer: 21
6. Reverse Number Analogy
- Numbers are reversed in position.
- Example:
12 : 21 :: 45 : ?
(Reverse digits of 12 to get 21, so reverse 45 to get 54) → Answer: 54
7. Alternating Sequence Analogy
- Two different patterns alternating.
- Example:
2 : 4 : 6 : 10 : ?
(Pattern: +2, +4, +2, +4… next is 10 + 2 = 12) → Answer: 12
8. Factorial Analogy
- Based on factorial values (n!).
- Example:
2 : 2 :: 3 : 6 :: 4 : ?
(2! = 2, 3! = 6, 4! = 24) → Answer: 24
9. Fibonacci Series Analogy
- Based on Fibonacci numbers (each number is the sum of the two preceding ones).
- Example:
1 : 1 :: 2 : 3 :: 3 : ?
(1 + 1 = 2, 1 + 2 = 3, 2 + 3 = 5) → Answer: 5
10. Mixed Operation Analogy
- Combination of different operations.
- Example:
5 : 30 :: 6 : ?
(5 × (5+1) = 30, so 6 × (6+1) = 42) → Answer: 42
Type of number analogy tricks
Here are some tricks for different types of number analogies to help you identify patterns quickly:
1. Arithmetic-Based Tricks
✅ Addition/Subtraction Trick: Look for a consistent difference.
🔹 Example:
7 : 10 :: 12 : ?
(7 + 3 = 10, so 12 + 3 = 15) → Answer: 15
✅ Multiplication/Division Trick: Check if one number is a multiple of another.
🔹 Example:
3 : 9 :: 4 : ?
(3 × 3 = 9, so 4 × 3 = 12) → Answer: 12
✅ Mixed Operations Trick: If basic operations don’t work alone, try combining them.
🔹 Example:
5 : 30 :: 6 : ?
(5 × (5+1) = 30, so 6 × (6+1) = 42) → Answer: 42
2. Squaring and Cubing Tricks
✅ Square Trick: Check if numbers are squared.
🔹 Example:
4 : 16 :: 6 : ?
(4² = 16, so 6² = 36) → Answer: 36
✅ Cube Trick: Try cubing numbers.
🔹 Example:
2 : 8 :: 3 : ?
(2³ = 8, so 3³ = 27) → Answer: 27
3. Prime Number Tricks
✅ Find the next prime: If numbers increase in an unusual way, check prime numbers.
🔹 Example:
3 : 5 :: 7 : ?
(Next prime after 3 is 5, after 7 is 11) → Answer: 11
4. Reverse & Digit-Based Tricks
✅ Reversal Trick: Reverse the digits of the first number to get the second.
🔹 Example:
12 : 21 :: 34 : ?
(Reverse 12 to get 21, so reverse 34 to get 43) → Answer: 43
✅ Sum of Digits Trick: Find the sum of digits.
🔹 Example:
36 : 9 :: 54 : ?
(3+6 = 9, 5+4 = 9) → Answer: 9
5. Alternating Pattern Tricks
✅ Two-Pattern Trick: If a series has four or more numbers, check for two interwoven patterns.
🔹 Example:
2, 5, 4, 9, 6, ?
(Even positions: +2 → 2, 4, 6… Odd positions: +4 → 5, 9, ? = 13) → Answer: 13
6. Factorial Trick
✅ Recognizing Factorials: If numbers grow very fast, check for factorials (n!).
🔹 Example:
2 : 2 :: 3 : 6 :: 4 : ?
(2! = 2, 3! = 6, 4! = 24) → Answer: 24
7. Fibonacci Series Trick
✅ If each number is the sum of the previous two, it’s a Fibonacci sequence.
🔹 Example:
1 : 1 :: 2 : 3 :: 3 : ?
(1+1 = 2, 1+2 = 3, 2+3 = 5) → Answer: 5
Short cut rule of number analogy
Here are some shortcut rules for solving number analogy problems quickly:
1. Check for Basic Arithmetic Operations
Addition/Subtraction Rule: Look for a fixed difference.
🔹 Example: 8 : 11 :: 15 : ? (8 + 3 = 11, so 15 + 3 = 18)Multiplication/Division Rule: Check if one number is a multiple or fraction of the other.
🔹 Example: 6 : 18 :: 7 : ? (6 × 3 = 18, so 7 × 3 = 21)
2. Check for Squaring & Cubing
Square Rule: If numbers increase quickly, check for squares.
🔹 Example: 3 : 9 :: 4 : ? (3² = 9, 4² = 16)Cube Rule: If numbers grow even faster, check for cubes.
🔹 Example: 2 : 8 :: 3 : ? (2³ = 8, 3³ = 27)
3. Check for Prime Numbers
- Prime Rule: If numbers are small and jump unpredictably, check if they are primes.
🔹 Example: 5 : 11 :: 7 : ? (Next prime after 5 is 11, after 7 is 13)
4. Reverse or Digit-Based Patterns
Reverse Rule: Numbers might be reversed.
🔹 Example: 12 : 21 :: 34 : ? (Reverse 12 to 21, so 34 → 43)Sum of Digits Rule: If numbers shrink, check if digits are added.
🔹 Example: 45 : 9 :: 63 : ? (4+5 = 9, 6+3 = 9)
5. Look for Alternating Patterns
- Double Sequence Rule: If there are four or more numbers, check two separate sequences.
🔹 Example: 2, 5, 4, 9, 6, ? (Even positions: +2 → 2, 4, 6… Odd positions: +4 → 5, 9, ? = 13)
6. Check for Factorial Relationship
- Factorial Rule: If numbers grow exponentially, check factorials (n!).
🔹 Example: 2 : 2 :: 3 : 6 :: 4 : ? (2! = 2, 3! = 6, 4! = 24)
7. Fibonacci Sequence Rule
- Fibonacci Rule: If numbers follow an adding pattern, check if each is the sum of the previous two.
🔹 Example: 1 : 1 :: 2 : 3 :: 3 : ? (1+1 = 2, 1+2 = 3, 2+3 = 5)
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Number analogy tricks
Number analogy tricks help you quickly identify patterns and relationships between numbers. Here are some common strategies:
1. Arithmetic Operations
Check if the numbers follow simple operations like:
- Addition/Subtraction: 5 → 8 (adding 3)
- Multiplication/Division: 3 → 9 (multiplying by 3)
- Mixed Operations: 7 → 10 → 14 (adding 3, then 4)
2. Squaring & Cubing
Look for squares, cubes, or their differences.
- 4 → 16 (4²)
- 3 → 27 (3³)
- 9 → 81 (9²)
3. Prime Numbers
Check if the numbers are prime or follow a prime sequence.
- 2 → 3 → 5 → 7 (consecutive primes)
4. Reverse Operations
Sometimes, the second number is the reverse or complement of the first.
- 12 → 21 (digits reversed)
- 7 → 3 (complementary to 10: 10 – 7)
5. Position-Based Changes
Each digit in the number might follow a pattern.
- 14 → 25 (1 → 2, 4 → 5)
6. Alternating Sequences
If there are multiple numbers, they might follow two separate sequences.
- 2 → 5 → 4 → 9 → 6 (Odd-position: +3, Even-position: +2)
7. Factorial & Fibonacci Sequences
- 1 → 1 → 2 → 3 → 5 → 8 (Fibonacci)
- 1 → 2 → 6 → 24 (Factorial: 1!, 2!, 3!, 4!)
Number Ana logy MCQS

Number Analogy MCQS is a most important topic for ssc, upsc , ctet,uptet, hTET , RPSC , JPSC and all state and india level exams.
Number Analogy MCQs
- 4 : 16 :: 5 : ?
- a) 20
- b) 25
- c) 30
- d) 36
Answer: b) 25
- 7 : 49 :: 9 : ?
- a) 27
- b) 63
- c) 81
- d) 91
Answer: c) 81
- 8 : 64 :: 6 : ?
- a) 36
- b) 48
- c) 54
- d) 216
Answer: a) 36
- 3 : 9 :: 4 : ?
- a) 8
- b) 12
- c) 16
- d) 18
Answer: c) 16
- 12 : 24 :: 15 : ?
- a) 30
- b) 45
- c) 60
- d) 75
Answer: a) 30
- 10 : 100 :: 11 : ?
- a) 101
- b) 110
- c) 121
- d) 1001
Answer: c) 121
- 2 : 8 :: 3 : ?
- a) 9
- b) 18
- c) 27
- d) 12
Answer: c) 27
- 5 : 25 :: 6 : ?
- a) 30
- b) 36
- c) 42
- d) 48
Answer: b) 36
- 9 : 81 :: 7 : ?
- a) 49
- b) 63
- c) 91
- d) 77
Answer: a) 49
- 15 : 225 :: 20 : ?
- a) 400
- b) 600
- c) 800
- d) 625
Answer: d) 625
- 4 : 32 :: 5 : ?
- a) 50
- b) 64
- c) 125
- d) 25
Answer: c) 125
- 6 : 36 :: 10 : ?
- a) 60
- b) 70
- c) 100
- d) 120
Answer: c) 100
- 7 : 49 :: 8 : ?
- a) 56
- b) 72
- c) 64
- d) 81
Answer: c) 64
- 11 : 121 :: 13 : ?
- a) 133
- b) 139
- c) 144
- d) 169
Answer: d) 169
- 3 : 27 :: 4 : ?
- a) 48
- b) 64
- c) 81
- d) 125
Answer: b) 64
- 8 : 512 :: 5 : ?
- a) 125
- b) 250
- c) 343
- d) 625
Answer: a) 125
- 14 : 28 :: 18 : ?
- a) 32
- b) 54
- c) 36
- d) 64
Answer: c) 36
- 20 : 40 :: 50 : ?
- a) 70
- b) 80
- c) 100
- d) 120
Answer: c) 100
- 25 : 625 :: 30 : ?
- a) 900
- b) 800
- c) 900
- d) 900
Answer: a) 900
- 2 : 4 :: 6 : ?
- a) 12
- b) 36
- c) 64
- d) 8
Answer: b
- 5 : 15 :: 7 : ?
- a) 28
- b) 21
- c) 35
- d) 49
Answer: b) 21
- 9 : 27 :: 12 : ?
- a) 36
- b) 48
- c) 72
- d) 60
Answer: c) 72
- 3 : 12 :: 4 : ?
- a) 20
- b) 16
- c) 24
- d) 32
Answer: c) 24
- 18 : 324 :: 13 : ?
- a) 196
- b) 121
- c) 169
- d) 289
Answer: d) 289
- 100 : 50 :: 40 : ?
- a) 20
- b) 30
- c) 60
- d) 10
Answer: a) 20
- 6 : 18 :: 8 : ?
- a) 24
- b) 28
- c) 32
- d) 36
Answer: a) 24
- 12 : 36 :: 10 : ?
- a) 30
- b) 40
- c) 50
- d) 60
Answer: b) 40
- 15 : 60 :: 5 : ?
- a) 15
- b) 25
- c) 20
- d) 10
Answer: c) 20
- 50 : 25 :: 30 : ?
- a) 10
- b) 15
- c) 20
- d) 12
Answer: b) 15
- 8 : 40 :: 6 : ?
- a) 36
- b) 30
- c) 28
- d) 24
Answer: b) 30
- 4 : 10 :: 7 : ?
- a) 15
- b) 14
- c) 13
- d) 16
Answer: a) 15
- 11 : 55 :: 9 : ?
- a) 45
- b) 54
- c) 50
- d) 60
Answer: a) 45
- 6 : 18 :: 9 : ?
- a) 27
- b) 24
- c) 30
- d) 36
Answer: a) 27
- 2 : 6 :: 7 : ?
- a) 14
- b) 21
- c) 18
- d) 28
Answer: b) 21
- 5 : 10 :: 12 : ?
- a) 24
- b) 22
- c) 30
- d) 36
Answer: a) 24
- 8 : 16 :: 3 : ?
- a) 6
- b) 12
- c) 8
- d) 9
Answer: a) 6
- 25 : 100 :: 10 : ?
- a) 40
- b) 30
- c) 50
- d) 40
Answer: a) 40
- 9 : 81 :: 4 : ?
- a) 64
- b) 16
- c) 36
- d) 49
Answer: b) 16
- 7 : 21 :: 11 : ?
- a) 33
- b) 40
- c) 22
- d) 50
Answer: a) 33
- 20 : 10 :: 40 : ?
- a) 15
- b) 20
- c) 25
- d) 30
Answer: b) 20
- 10 : 50 :: 8 : ?
- a) 32
- b) 40
- c) 45
- d) 48
Answer: b) 40
- 5 : 15 :: 6 : ?
- a) 24
- b) 18
- c) 12
- d) 20
Answer: b) 18
- 100 : 10 :: 64 : ?
- a) 6
- b) 8
- c) 10
- d) 12
Answer: b) 8
- 3 : 15 :: 5 : ?
- a) 10
- b) 25
- c) 35
- d) 20
Answer: b) 25
- 8 : 56 :: 9 : ?
- a) 72
- b) 64
- c) 54
- d) 63
Answer: d) 63
- 12 : 144 :: 9 : ?
- a) 72
- b) 81
- c) 108
- d) 120
Answer: b) 81
- 14 : 7 :: 18 : ?
- a) 6
- b) 9
- c) 12
- d) 15
Answer: a) 6
- 100 : 20 :: 50 : ?
- a) 15
- b) 25
- c) 30
- d) 40
Answer: b) 25
- 3 : 27 :: 5 : ?
- a) 100
- b) 150
- c) 125
- d) 75
Answer: c) 125
- 16 : 256 :: 12 : ?
- a) 144
- b) 124
- c) 240
- d) 196
Answer: a) 144
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