https://file.aiquickdraw.com/mathbot/file/17300214372141qpm5g7h.jpg

The question in the image asks to find the average of the given number sequence:

The sequence provided in the image is:
\[ 203, -8, 205, 227, 16, 229, 251, 40, 263, \dots, 995, 784, 997 \]

To find the average, we need to:
1. Add up all the numbers in the sequence.
2. Divide the total by the number of terms in the sequence.

However, since only a few terms are visible along with the ellipsis (indicating more terms are present), it’s unclear whether there is a specific rule to follow for the whole sequence, or if only these numbers need to be averaged.

Could you clarify if you need the average of just the visible numbers, or if there is a pattern/rule for the whole sequence you want applied? 

Alternatively, if the problem is from a specific topic like arithmetic sequences, let me know, and I can guide accordingly. 

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Would you like details on how to solve this, or have any further questions? 

Here are five related questions that build on this concept:
1. What is the average of an arithmetic sequence?
2. How do you find the average of a list of numbers with both positive and negative values?
3. What is the difference between calculating a median and an average?
4. How does the presence of an outlier affect the average?
5. How can you quickly estimate the average of a large sequence?

**Tip:** When calculating averages, grouping terms into pairs that sum up easily can simplify calculations, especially with large sequences.

Find the average of the following number sequence: 203, -8, 205, 227, 16, 229, 251, 40, 263, ..., 995, 784, 997.

Learn how to find the average of a number sequence, including positive and negative values, with a step-by-step solution. This problem covers key mathematical concepts like averages, sequences, and summation. Suitable for students in Grades 10-12.

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