https://file.aiquickdraw.com/mathbot/file/1727052315075cs7teswn.jpg

The question in the image asks:

**"What number has 6 hundred thousands, no ten thousands, 8 more thousands than ten thousands, 6 more hundreds than ten thousands, no tens, and 6 more ones than ten thousands?"**

Let's break it down:

- **6 hundred thousands**: This corresponds to 600,000.
- **No ten thousands**: This means the ten thousand digit is 0.
- **8 more thousands than ten thousands**: Since the ten thousand digit is 0, the thousand digit is \(0 + 8 = 8\), so 8 thousand (or 8,000).
- **6 more hundreds than ten thousands**: Again, since the ten thousand digit is 0, the hundred digit is \(0 + 6 = 6\), so 6 hundred (or 600).
- **No tens**: The tens digit is 0.
- **6 more ones than ten thousands**: Since the ten thousand digit is 0, the ones digit is \(0 + 6 = 6\).

Putting all of this together, the number is:

**608,606**

Would you like more details on how we arrived at this answer? 

Here are some follow-up questions for practice:
1. How would the number change if the ten thousands digit was 1?
2. What would the number be if there were 9 fewer ones than ten thousands?
3. Can you create a similar word problem with a different number?
4. What would the number be if the tens place had 5 more tens than ten thousands?
5. How would you write the number 608,606 in expanded form?

**Tip:** To break down any number, start by identifying the value of each place (hundred thousand, ten thousand, thousand, etc.).

What number has 6 hundred thousands, no ten thousands, 8 more thousands than ten thousands, 6 more hundreds than ten thousands, no tens, and 6 more ones than ten thousands?

Solve a place value word problem involving 6 hundred thousands, no ten thousands, and comparisons of ones, hundreds, and thousands. A suitable problem for Grade 4 students.

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