 Write the given numbers in order, from the least to the greatest. –(-84), 25, -36, 21, │-36│, 60.


The given numbers are:  
\-(-84), 25, -36, 21, │-36│, 60.

First, simplify any expressions:  
1. \(-(-84)\) = 84  
2. \(|-36|\) = 36 (absolute value of -36 is 36)

Now the numbers are:  
84, 25, -36, 21, 36, 60.

Next, arrange them in order from least to greatest:  
-36, 21, 25, 36, 60, 84.

### Final order:  
**-36, 21, 25, 36, 60, 84.**

Would you like a detailed explanation of any steps?

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**Related questions:**
1. What is absolute value, and how is it used in ordering numbers?
2. How would the ordering change if we used \(-84\) instead of \(-(-84)\)?
3. What happens if we introduce decimals or fractions into such a set?
4. How can negative numbers impact ordering?
5. Why does \(-(-84)\) result in a positive number?

**Tip:** Always handle parentheses and absolute values first when simplifying expressions.

Write the given numbers in order, from the least to the greatest. –(-84), 25, -36, 21, │-36│, 60.

Learn how to order numbers involving absolute values and negative signs, such as –(-84), 25, -36, 21, │-36│, and 60. This problem demonstrates how to simplify expressions and arrange numbers from least to greatest, suitable for students in Grades 6-8.

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