In this question, we are given a series of numbers and we need to identify the one that does not belong to the group. Let's analyze the given numbers to find the pattern and identify the odd one out.

Given numbers: 104, 110, 108, 112, 116

Pattern Analysis:
- If we observe the given numbers carefully, we can see that they are all even numbers.
- The difference between each consecutive pair of numbers is 6.

Identifying the Odd One Out:
Now, let's apply the observed pattern to each number and check if it fits or not.

104: It is an even number, and the difference between 110 and 104 is 6. So, it fits the pattern.
110: It is an even number, and the difference between 108 and 110 is -2, which does not fit the pattern.
108: It is an even number, and the difference between 108 and 112 is 4. So, it fits the pattern.
112: It is an even number, and the difference between 112 and 116 is 4. So, it fits the pattern.
116: It is an even number, and there are no more numbers to compare with.

Based on our analysis, we can conclude that the number 110 does not fit the pattern and is the odd one out in the given group. Therefore, the correct answer is option 'B' (110).

Can 108 be ans bcoz all except 108 are not divisible by 3?