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- Question
- 26 : 125 : : 36 :?
Options- A. 6
- B. 7
- C. 8
- D. 9
- Correct Answer
- 8
Explanationrelationship, (a2 + 1) : a
- 1. 8 : 28 : 27 :?
Options- A. 55
- B. 63
- C. 64
- D. 65 Discuss
- 2. 68 : 130 : : :? : 350
Options- A. 210
- B. 216
- C. 222
- D. 240 Discuss
- 3. 149 : 238 : : 159 :?
Options- A. 169
- B. 248
- C. 261
- D. 268 Discuss
- 4. 16 : 56 : : 32 :?
Options- A. 96
- B. 112
- C. 118
- D. 128 Discuss
- 5. 7 : 56 : : 6 : 9 :?
Options- A. 90
- B. 63
- C. 81
- D. 99 Discuss
- 6. 6 : 222 : : 7 :?
Options- A. 210
- B. 336
- C. 343
- D. 350 Discuss
- 7. Given Set : (2, 14, 16)
Options- A. (2, 7, 8)
- B. (2, 9, 16)
- C. (3, 21, 24)
- D. (4, 16, 18) Discuss
- 8. Given set : (3, 18, 36)
Options- A. (2, 10,16)
- B. (4, 24, 48)
- C. (6, 42, 48)
- D. 12, 72, 96 Discuss
- 9. Given set : (6, 36, 63)
Options- A. (7, 49, 68)
- B. (8, 64, 46)
- C. (9, 84, 45)
- D. (11, 111, 84) Discuss
- 10. Given set : (23, 29, 37)
Options- A. (13, 15, 23)
- B. (17, 21, 29)
- C. (31, 37, 49)
- D. (41, 47, 53) Discuss
Analogy problems
Search Results
Correct Answer: 65
Explanation:
relationship, a3 : (a + 1)3 + 1
Correct Answer: 222
Explanation:
pattern is (a3 + a)
Correct Answer: 248
Explanation:
relationship is a : (a + 89)
Correct Answer: 112
Explanation:
relationship is a: (7/2 a)
Correct Answer: 99
Explanation:
relationship is a: a(a +1)
Correct Answer: 350
Explanation:
relationship, a : (a3 + a)
Correct Answer: (3, 21, 24)
Explanation:
2 is the first number and difference between 3rd and 2nd number is equal to first number. Hence in option (c), the same follows i.e., difference between 3rd and 2nd Number is 3, which is first number.
Correct Answer: (4, 24, 48)
Explanation:
The pattern is (3, 3 x 6 = 18, 18 x 2 = 36) then,
(4, 4 x 6 = 24, 24 x 2 = 48) which is option (b).
Correct Answer: (8, 64, 46)
Explanation:
The pattern is (6, (6)2 = 36, Reverse of 2nd 's digits = 63) and option (b) has (8, (8)2 = 64, Reverse is 46).
Correct Answer: (41, 47, 53)
Explanation:
(23, 29, 37) all are prime numbers, Here option (d) has all prime numbers.
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