https://file.aiquickdraw.com/mathbot/file/1727052916578u4rrmhpb.jpg

The problem shown in the image is:

**"What number has 8 tens, no ten thousands, 1 fewer hundred than tens, the same number of ones as hundreds, 6 fewer thousands than ones, and 3 fewer hundred thousands than ones?"**

Let's break this down step by step:

1. **Tens place**: There are 8 tens, so the tens digit is **8**.
2. **Hundreds place**: There is 1 fewer hundred than tens. Since there are 8 tens, there are \( 8 - 1 = 7 \) hundreds, so the hundreds digit is **7**.
3. **Ones place**: The number of ones is the same as hundreds, so the ones digit is also **7**.
4. **Thousands place**: There are 6 fewer thousands than ones. Since there are 7 ones, there are \( 7 - 6 = 1 \) thousands, so the thousands digit is **1**.
5. **Ten thousands place**: There are no ten thousands, so the ten thousands digit is **0**.
6. **Hundred thousands place**: There are 3 fewer hundred thousands than ones. Since there are 7 ones, there are \( 7 - 3 = 4 \) hundred thousands, so the hundred thousands digit is **4**.

Now, putting it all together, the number is:

**407,718**

Would you like further details or clarifications?

Here are 5 related questions to expand on this:
1. How would the number change if there were 2 fewer thousands than ones?
2. What happens if the number of ones is half of the number of hundreds?
3. How does place value affect the overall magnitude of a number?
4. What is the largest possible number you can make if the number of tens is doubled?
5. How does this problem illustrate the difference between digit value and place value?

**Tip**: When solving place value problems, breaking down the conditions step-by-step ensures you catch every detail correctly.

What number has 8 tens, no ten thousands, 1 fewer hundred than tens, the same number of ones as hundreds, 6 fewer thousands than ones, and 3 fewer hundred thousands than ones?

Solve a place value word problem by constructing a number that has 8 tens, 1 fewer hundred than tens, and several conditions related to the thousands and ones places. Suitable for Grade 4 students learning place value concepts.

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