https://file.aiquickdraw.com/mathbot/file/1726004774134s8lepur0.jpg

The image asks to order the numbers from greatest to least. Let's break them down and compare:

1. **635/8**: 
   \[
   635 \div 8 = 79.375
   \]

2. **78.89**: Already in decimal form.

3. **625/8**:
   \[
   625 \div 8 = 78.125
   \]

4. **78.95**: Already in decimal form.

Now, let's compare:

- 79.375 (635/8)
- 78.95
- 78.89
- 78.125 (625/8)

In order from greatest to least:

- **79.375** (635/8)
- **78.95**
- **78.89**
- **78.125** (625/8)

Do you want more details on any part of this? 

Here are 5 related questions to deepen your understanding:
1. What is the general method to convert fractions to decimals?
2. How do you compare decimal numbers quickly?
3. Why do we convert fractions to decimals for easier comparison?
4. What are some other ways to compare fractions without converting them?
5. How can we arrange mixed numbers along with decimals and fractions?

**Tip:** When comparing fractions with different numerators and denominators, converting them to decimal form makes it much easier to arrange them in order!

Put the numbers 635/8, 78.89, 625/8, and 78.95 in order from greatest to least.

Learn how to order fractions and decimals by converting fractions to decimal form. Example: Convert 635/8 to 79.375 and 625/8 to 78.125, then compare them with decimals 78.89 and 78.95. Suitable for middle school students in Grades 6-8.

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