Understanding the Sequence
The given sequence is: 13, 35, 57, 79, 911, ?
To find the missing term, we need to analyze the pattern in the sequence.
Identifying the Pattern
- First Term (13): This is our starting point.
- Second Term (35): The difference from the first term is 35 - 13 = 22.
- Third Term (57): The difference from the second term is 57 - 35 = 22.
- Fourth Term (79): The difference from the third term is 79 - 57 = 22.
- Fifth Term (911): The difference from the fourth term is 911 - 79 = 832.
The initial part of the sequence shows a consistent increase of 22. However, the jump to 911 indicates a different pattern.
Finding the Next Term
To continue the sequence logically, we can focus on the difference observed in the last two terms:
- Difference to the fifth term (911): The sequence indicates a sudden change; hence, we need to analyze the previous consistent difference.
- If we assume that after reaching 911, the next number continues with a similar difference as the earlier terms before the jump, we can add the consistent difference of 22 again.
Calculating the Next Value
- Adding 22 to 911, we get: 911 + 202 = 1133.
However, when we analyze the available options and the context, the closest and most reasonable next term in a typical sequence would be 1113.
Conclusion
Thus, the correct next term in the sequence is option B) 1113.