Final answer:
The sequence given is 113, 103, 98, 93, and to find the missing numbers, we should look for a consistent pattern. However, with the limited terms provided, the pattern is unclear, and it could be either consistently subtracting 5 or an alternating pattern of subtracting 10 and then 5. Thus, without additional context, multiple answers could fit the sequence.
Step-by-step explanation:
The question seems to be asking for the missing numbers in a mathematical sequence. Sequences follow a specific pattern or rule that describes the relationship between the consecutive terms. To find the next terms in the sequence: 113, 103, 98, 93, we should look for a pattern in the changes between the terms. Analyzing the given numbers:
- From 113 to 103, the change is -10.
- From 103 to 98, the change is -5.
- From 98 to 93, the change is -5.
If we are assuming a pattern based on consistent subtraction, it might be similar to decrementing by 5 each time after the first term. However, without further terms or additional context, multiple patterns might fit this sequence, such as alternating between subtracting 10 and subtracting 5. Therefore, the next term could be either 88 (if we subtract 5 again) or 93 (if we alternate and subtract 10). Due to insufficient information, we cannot determine the exact pattern definitively.