What is -2.39,-2.35,-2.45 in least to greatest

To order the numbers \(-2.39\), \(-2.35\), and \(-2.45\) from least to greatest, you need to compare their values, keeping in mind that with negative numbers, the smaller the absolute value, the greater the number.

- \(-2.45\) is the smallest because it is the most negative.
- \(-2.39\) is the second smallest.
- \(-2.35\) is the largest (least negative).

So, from least to greatest:  
\[
-2.45, -2.39, -2.35
\]

Would you like more details or have any questions?

Here are 5 related questions:
1. How do you compare negative numbers?
2. What is the difference between absolute value and negative value?
3. How do you represent these numbers on a number line?
4. What happens when you multiply or divide negative numbers?
5. Can decimals be ordered the same way as whole numbers?

**Tip:** When ordering negative decimals, remember that the further left the number is on a number line, the smaller it is.

What is -2.39, -2.35, -2.45 in least to greatest?

Learn how to order negative decimal numbers like -2.39, -2.35, and -2.45 from least to greatest. Understand the concept of comparing negative values and how to handle decimals when working with negative numbers. Suitable for students in Grades 5-6.

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