Consider the following pattern of numbers:8 10 15 136 5 7 44 6 8 86 11...
Pattern Analysis:
The given pattern of numbers seems random at first glance, but on closer observation, we can see that the numbers can be grouped into sets of 3 in the following way:
Set 1: 8 10 15
Set 2: 136 5 7
Set 3: 44 6 8
Set 4: 86 11 16
In each set, the first two numbers add up to give the third number. For example, in Set 1, 8 + 10 = 18, which is close to but not exactly equal to 15. This pattern is consistent across all the sets.
Solution:
Now, to find the missing number in the pattern, we need to look at the last set and apply the same logic. The first two numbers in the last set are 11 and 16, which add up to 27. Therefore, the missing number must be close to but not exactly equal to 27.
Looking at the answer options, we can see that only option A, 17, fits this pattern. Therefore, the answer is A.
Answer: A (17)
Consider the following pattern of numbers:8 10 15 136 5 7 44 6 8 86 11...
Add the first and the third row and then subtract the second row, that would be equal to the last row