Correct option is A
To solve this problem, we need to identify the relationship between the numbers in the given sets and then find the set among the options that follows the same relationship.
Let's analyze the given sets:
1. Set 1: (100, 30, 10)
2. Set 2: (250, 60, 70)
Let's identify a common relationship:
For Set 1: (100, 30, 10) - Operation: 30 × 3 + 10 = 90 + 10 = 100
For Set 2: (250, 60, 70)- Operation: 60 × 3 + 70 = 180 + 70 = 250
Logic: (2nd number × 3 + 3rd number) 1st number
By applying the logic in each option, we get,
Option (a) (700, 220, 40) – Operation: 220 × 3 + 40 = 660 + 40 = 700
Option (b) (240, 187, 104) - Operation: 187 × 3 + 104 = 561 + 104 = 665 ≠ 240
Option (c) (209, 122, 109) - Operation: 122 × 3 + 109 = 366 + 109 = 475 ≠ 209
Option (d) (310, 198, 30) - Operation: 198 × 3 + 30 = 594 + 30 = 624 ≠ 310
Correct answer is (a) (700, 220, 40).