Answer:
In the given sequence, ..., 29, __, __, __, __, -1, ..., the missing numbers can be determined by observing the pattern.
Let's break down the sequence:
1. The first number in the sequence is 29.
2. The last number in the sequence is -1.
To find the missing numbers, we need to identify the pattern between the known numbers.
Based on the given information, we can deduce that the sequence is decreasing by a certain amount. In this case, the sequence is decreasing by 30 each time.
Using this pattern, we can find the missing numbers:
3. The number before 29 would be 29 - 30 = -1.
4. The number before -1 would be -1 - 30 = -31.
5. The number before -31 would be -31 - 30 = -61.
6. The number before -61 would be -61 - 30 = -91.
Therefore, the missing numbers in the sequence are -1, -31, -61, and -91.
So, the complete sequence is ..., 29, -1, -31, -61, -91, -1, ...
Remember, when solving number sequences, it's important to look for patterns or relationships between the given numbers to determine the missing values accurately.
Explanation:
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