Odd One Out (SSC CGL 2023 Tier – 1)

Hence, KQP is the correct answer.

Squares of consecutive numbers
(361 : 400) → (19)² : (20)²
(529 : 576) → (23)² : (24)²
(441 : 484) → (21)² : (22)²
But,

(225 : 169) → (15)² : (13)²

Hence, (225 : 269) is the correct answer.

(1^st number)³ + (1^st number) = 2^nd number
(3 : 30) → {(3)³ + 3} ⇒ (27) + 3 = 30
(6 : 222) → {(6)³ + 6} ⇒ (216) + 6 = 222
(7 : 350) → {(7)³ + 7} ⇒ (343) + 7 = 350
But,

(4 : 70) → {(4)³ + 4} ⇒ (64) + 4 = 68 (Not 70)

Hence, (4 : 70) is the correct answer.

Hence, HDS is the correct answer.

Hence, HKNQ is the correct answer.

{1^st Number × (1^st number + 1)} = 2^nd Number
(15, 240) → {15 × (15 + 1)} ⇒ (15 × 16) = 240
(11, 132) → {11 × (11 + 1)} ⇒ (11 × 12) = 132
(16, 272) → {16 × (16 + 1)} ⇒ (16 × 17) = 272
But,

(13, 180) → {13 × (13 + 1)} ⇒ (13 × 14) = 182 ≠ 180

Hence, (13, 180) is the correct answer.

(Square root of 1^st number × 2) + 1 = 2^nd number
(81 : 19) → {(√81 × 2) + 1} ⇒ {(9 × 2) + 1} = 19

(121 : 23) → {(√121 × 2) + 1} ⇒ {11 × 2) + 1} = 23

(1 : 3) → {(√1 × 2) + 1} ⇒ {(1 × 2) + 1} = 3

But,

(64 : 9) → {(√64 × 2) + 1} ⇒ {(8 × 2) + 1} = 17 ≠ 9
Hence, (64 : 9) is the correct answer.

Hence, FHJL is the correct answer.

(25 , 200) → {(25 × 8) + 3} ⇒ (200 + 3) = 203 (Not 200)

Hence, (25, 200) is the correct answer.

(48 : 144) → (48² - 3) ⇒ (2304 - 3) = 2301 ≠ 144

Hence, (48 : 144) is the correct answer.