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Reasoning: Classification MCQ - Practice Questions with Answers

Solve 40 Reasoning: Classification questions for RAS/RPSC preparation.

Practice questions

Q1For the pairs (12, 36), (15, 45), (18, 54) and (21, 64), one of the following statements is incorrect. Choose that statement.

A (15, 45) is the odd pair because both numbers end in 5.
B (12, 36) follows the rule that the second number is 3 times the first number.
C (21, 64) is the odd pair because the second number should be 63.
D (18, 54) follows the same multiplication rule as the first two pairs.
Explanation

The main relation in the pairs is multiplication by 3. In (12, 36), 12 × 3 = 36. In (15, 45), 15 × 3 = 45. In (18, 54), 18 × 3 = 54. For (21, 64), the expected second number would be 21 × 3 = 63, so this pair is the odd one. Therefore the statement claiming that (15, 45) is odd because both numbers end in 5 is the incorrect statement.

Q2Read the assertion and reason, then choose the correct option. Assertion: In the group JKM, QRT, UVX, BCD, the odd one out is BCD. Reason: In JKM, QRT and UVX the letters are consecutive, but in BCD they are not consecutive.

A Both the assertion and the reason are true, and the reason explains the assertion.
B Both the assertion and the reason are true, but the reason does not explain the assertion.
C The assertion is true, but the reason is false.
D The assertion is false, but the reason is true.
Explanation

Check the letter positions in each group. JKM has positions 10, 11, 13; QRT has 17, 18, 20; and UVX has 21, 22, 24. In these three groups, the second letter is one position after the first, and the third letter is two positions after the second. BCD has positions 2, 3, 4, so its letters are fully consecutive. Therefore BCD is indeed the odd one out. However, the reason says BCD is not consecutive, which is false. Hence the assertion is true, but the reason is false.

Q3In three of the following number pairs, the second number is the square of the first number. Which pair is the odd one out?

A 21, 431
B 12, 144
C 15, 225
D 18, 324
Explanation

Apply the same relation to every pair: the second number should be the square of the first. For 12, 12 × 12 = 144. For 15, 15 × 15 = 225. For 18, 18 × 18 = 324. For 21, however, 21 × 21 = 441, not 431. Therefore the pair 21, 431 does not follow the common rule and is the odd one out.

Q4Match each item in List I with its correct class in List II, then choose the correct code. List I: I. Rose, II. Copper, III. Sparrow, IV. Cricket List II: 1. Bird, 2. Insect, 3. Flower, 4. Metal

A I-3, II-4, III-1, IV-2
B I-3, II-1, III-4, IV-2
C I-2, II-4, III-1, IV-3
D I-4, II-3, III-1, IV-2
Explanation

Classify each item by its direct, everyday category. Rose is a flower, so I matches 3. Copper is a metal, so II matches 4. Sparrow is a bird, so III matches 1. Cricket is an insect, so IV matches 2. This gives the code I-3, II-4, III-1, IV-2. The other codes make at least one clear category error, such as treating copper as a bird or rose as an insect. Therefore, option A is correct.

Q5Choose the group of numbers that is different from the other three.

A 18, 24, 30
B 21, 28, 35
C 20, 25, 30
D 27, 36, 45
Explanation

In 18, 24, 30, each number is 6 times 3, 4 and 5, so the ratio is 3:4:5. In 21, 28, 35, dividing by 7 again gives 3, 4 and 5. In 27, 36, 45, dividing by 9 gives 3, 4 and 5. But 20, 25, 30 reduce to 4:5:6, not 3:4:5. Therefore 20, 25, 30 is the different group.

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More questions

6Which statement correctly identifies the odd letter group?

AC-F-I is odd because all three letters are 3 places apart.
BD-H-L is odd because its gaps are +4 and +4.
CE-J-O is odd because it starts with a vowel.
DG-K-P is odd because its gaps are +4 and +5.

7Match each group with its odd item. I. 121, 144, 169, 190 II. Rose, Lotus, Marigold, Mango III. North, East, Up, West

AI-169, II-Mango, III-North
BI-190, II-Mango, III-Up
CI-190, II-Lotus, III-Up
DI-121, II-Mango, III-West

8Assertion: In the group 7, 11, 13, 15, the odd one out is 15. Reason: 7, 11 and 13 are prime numbers, while 15 is a composite number. Choose the correct option.

ABoth the assertion and the reason are true, but the reason does not explain the assertion
BThe assertion is true, but the reason is false
CBoth the assertion and the reason are true, and the reason explains the assertion
DThe assertion is false, but the reason is true

9Read the statements and choose the set in which the odd item has been identified correctly. I. 64, 125, 216, 343: 343 is odd because it is not a cube. II. Car, Bus, Truck, Bicycle: Bicycle is odd because it is not motor-driven. III. Doctor, Nurse, Teacher, Compounder: Teacher is odd because the others are hospital-related workers. IV. January, March, June, July: June is odd because it has 30 days while the others have 31 days.

AI and II only
BI, III and IV
CII, III and IV
DII only

10Study these groups and decide which statements are correct. P: 13, 17, 19 Q: 23, 29, 31 R: 25, 35, 45 S: 37, 41, 43 Statements: I. P, Q and S contain only prime numbers. II. R is the odd group because all its terms are composite numbers ending in 5. III. Q is the odd group because its numbers are larger than those in P.

AI only
BII and III only
CI and II only
DI, II and III

11Choose the odd one out: 64, 125, 216, 256

A64
B125
C216
D256

12Study the group 16, 25, 36, 49, 54. Which combination of statements is correct? I. Four numbers in the group are perfect squares. II. 54 is the odd one out. III. 54 is odd because it is the only even number.

AI only
BII only
CI and II only
DI, II and III

13Four letter groups are given. In three of them, each next letter is 2 places after the previous letter in the English alphabet. Which letter group does not follow this rule?

ABDF
BFHJ
CNPR
DKNP

14Match each group with its odd member. I. 2, 3, 5, 9 II. AD, BE, CF, DH III. Rose, Lily, Lotus, Mango

AI-2, II-DH, III-Mango
BI-9, II-DH, III-Mango
CI-9, II-CF, III-Mango
DI-9, II-DH, III-Lotus

15Four numbers are given: 21, 35, 64, 49. Which option correctly identifies the odd one out and the reason?

A35, because it is not a square number
B49, because it is a square number
C21, because it is the smallest number
D64, because it is not divisible by 7

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