Q. 11. Find and fill the blank space with number/ word which establishes the same relationship: 729 : 3 :: 64 : ?
(A) 686
(B) 686
(C) 1
(D) 2
Answer:
(D) 2
Explanation:
The relationship is . Similarly, . Therefore, the missing number is 2.
Q. 12. Iron : anaemia :: Sleep : ?
(A) Somnambulism
(B) Dreams
(C) Insomnia
(D) Nightmare
Answer:
(C) Insomnia
Explanation:
A lack or deficiency of Iron leads to Anaemia. Similarly, a lack or deficiency of Sleep leads to Insomnia.
Q. 13. Choose the odd numeral pair/group in each of the following questions:
(A) 18-36
(B) 15-25
(C) 25-54
(D) 27-81
Answer:
(C) 25-54
Explanation:
The other pairs possess direct multiplication or common divisor traits tied to 3 or 9 (e.g., 18 and 36 are multiples of 9, 27 and 81 are multiples of 9). 25 and 54 lack this structural relationship, making it the odd pair.
Q. 14. Choose the odd numeral pair/group in each of the following questions:
(A) Evil: Good
(B) Lie: Truth
(C) Abstract: Concrete
(D) Sound: Light
Answer:
(D) Sound: Light
Explanation:
Evil/Good, Lie/Truth, and Abstract/Concrete are all pairs of direct antonyms (opposites). Sound and Light are different forms of energy, but they are not opposites.
Q. 15. If OUGHT is coded as ABCDE in a certain language. How can TOUGH be coded in the same language?
(A) ABCDE
(B) BCDEA
(C) CDEAB
(D) EABCD
Answer:
(D) EABCD
Explanation:
By mapping the letters: O=A, U=B, G=C, H=D, T=E. To spell TOUGH, the corresponding mapped code is T(E) O(A) U(B) G(C) H(D), which forms EABCD.
Q. 16. If BITER is coded as KLMNO in a certain language. How can TRIBE be coded in the same language?
Q. 17. Pointing to a man in the Photograph Ravi said, “His son’s mother is the only daughter in law of my mother”. How is the person in photograph related to Ravi?
(A) Brother
(B) Uncle
(C) Father
(D) None of these
Answer:
(D) None of these
Explanation:
“His son’s mother” means the man’s wife. If the man’s wife is the “only daughter-in-law of my mother”, then the man’s wife is Ravi’s wife. Therefore, the man in the photograph is Ravi himself. “Himself” is not listed, so the answer is ‘None of these’.
Q. 18. In a cinema hall, 8 friends H, I, J, K, L, M, N, O are sitting in a straight line according to the following rules: J is the neighbour of K; H is just next to the left of L; I is in one of the two seats in the middle; M is the only one sitting between I and L. If N is not sitting at the extreme end, then who occupies the extreme right seat?
(A) H
(B) J
(C) K
(D) Either J or K
Answer:
(D) Either J or K
Explanation:
Placing the constraints creates a block of H-L-M-I in the left/middle, forcing J and K to occupy the far right positions together as neighbours. Since there’s no constraint resolving their internal order, the extreme right seat is either J or K.
Q. 19. Ramesh and Amir start a race, and together they run for 50 m. Ramesh turns right and runs 60 m. While Amir turns left and runs 40 m. Then Ramesh turns left and runs 50 m. While Amir turns right and runs 50 m. How far are both now from each other?
(A) 60 m
(B) 100 m
(C) 20 m
(D) 150 m
Answer:
(B) 100 m
Explanation:
They run 50m straight. Ramesh turns right (60m) and Amir turns left (40m), moving in opposite lateral directions, creating a distance of 60+40=100m between them. They then both turn to face their original direction and run 50m, remaining exactly 100m apart laterally.
Q. 20. Complete the series in the given questions by putting a number in place of question mark. 64, 28, 92, 56, 148, 112, ?
(A) 332
(B) 296
(C) 276
(D) 260
Answer:
(D) 260
Explanation:
The series alternates operations: $64 + 28 = 92$; $92 – 36 = 56$; $92 + 56 = 148$; $148 – 36 = 112$; $148 + 112 = 260$. The logic merges sum and subtraction intervals to yield 260.
