Select the option in which the numbers share the same relationship as that shared by the numbers in the given set.
(6, 8, 192)
The Logic here is as follows:
(1st Number × 2nd number) × 4 = 3rd Number
In (6, 8, 192)
(1st Number × 2nd number) × 4
= (6 × 8) × 4
= 48 × 4
= 192 = 3rd Number
Now check the all options,
Option (1) (12, 13, 263)
(1st Number × 2nd number) × 4
= (12 × 13) × 4
= 156 × 4
= 624 ≠ 3rd Number
Option (2) (8, 11, 180)
(1st Number × 2nd number) × 4
= (8 × 11) × 4
= 88 × 4
= 352 ≠ 3rd Number
Option (3) (11, 9, 396)
(1st Number × 2nd number) × 4
= (11× 9) × 4
= 99 × 4
= 396 = 3rd Number
Option (4) (7, 5, 78)
(1st Number × 2nd number) × 4
= (7 × 5) × 4
= 35 × 4
= 140 ≠ 3rd Number
Hence, the correct answer is "(11, 9, 396)".


