https://file.aiquickdraw.com/mathbot/file/1727993779961sh0wru0i.jpg

Let's break down and solve each comparison, and then we'll generate the sequence of symbols based on the results:

### Problem Breakdown:

1. **a) -6 _ 6**
   - \(-6\) is smaller than \(6\).
   - Answer: \(<\)

2. **b) 0 _ -9**
   - \(0\) is greater than \(-9\).
   - Answer: \(>\)

3. **c) |7| _ -7**
   - \(|7| = 7\) (absolute value of 7 is 7) and \(-7\) remains \(-7\).
   - \(7\) is greater than \(-7\).
   - Answer: \(>\)

4. **d) |−5| _ 3**
   - \(|-5| = 5\) (absolute value of \(-5\) is 5).
   - \(5\) is greater than \(3\).
   - Answer: \(>\)

5. **e) -10 _ |−9|**
   - \(|-9| = 9\) (absolute value of \(-9\) is 9).
   - \(-10\) is smaller than \(9\).
   - Answer: \(<\)

6. **f) |−1| _ 1**
   - \(|-1| = 1\) (absolute value of \(-1\) is 1), and the other side is also \(1\).
   - \(1\) is equal to \(1\).
   - Answer: \(=\)

### Code (without spaces or commas):
\(<,>,>,>,<,=\)

Would you like more details on any specific comparison?

Here are 5 relative questions:
1. What is the absolute value and how does it affect numbers?
2. Why is \(-6\) less than \(6\)?
3. How do negative numbers compare to positive numbers?
4. How does the absolute value change the sign of a negative number?
5. What situations use comparing numbers in real life?

**Tip:** When comparing numbers with absolute values, always convert them to positive first before comparing.

Compare the values using <, >, or = and form a code from the answers.

Solve comparisons of absolute values and integers using inequalities. This problem involves comparing integers with absolute values and finding the correct inequalities to form a code. Suitable for students in Grades 6-8.

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