Select the triad in which the numbers are related to each other in the same way as are the numbers of the given triads: (148, 126, 104), (98, 76, 54).

Question

Accepted Answer

Let's analyze the relationship in the given triads:

First triad: (148, 126, 104)
- 148 - 22 = 126
- 126 - 22 = 104
So, the difference between consecutive numbers is 22.

Second triad: (98, 76, 54)
- 98 - 22 = 76
- 76 - 22 = 54
Again, the difference is 22.

So, the pattern is: Each number is 22 less than the previous one.

Now, let's check the options:

Option 1: (157, 135, 113)
- 157 - 22 = 135
- 135 - 22 = 113
Pattern matches.

Option 2: (149, 137, 115)
- 149 - 12 = 137 (not 22)
- 137 - 22 = 115
Pattern does not match.

Option 3: (128, 104, 82)
- 128 - 24 = 104
- 104 - 22 = 82
Pattern does not match.

Option 4: (134, 102, 90)
- 134 - 32 = 102
- 102 - 12 = 90
Pattern does not match.

Therefore, only option 1 follows the same pattern as the given triads.

Answer

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