Question

Drag each place value name to the correct location in Part A. Drag each digit to the correct location on the number in Part B. Each digit can be used more than once, but not all place value names or digits will be used.
Maria rounded all of these numbers to the same place value and found the same rounded value for each. The place value she rounded to was the farthest possible place to the right that would give her the same rounded value for each number.
12561
13478
13329
12823


In Part A, identify the place value that Maria rounded all of the numbers to. Drag the name of the place value to the box.

In Part B, drag digits to show the rounded value of the numbers. Put one digit in each place, and do not leave any places blank.

Answer 1

To find the place value to which Maria rounded all the numbers (12561, 13478, 13329, 12823) and to show the rounded values, let's analyze each number.

### Step 1: Determine the rounded values

1. **12561** rounded to the nearest ten is **12560**.
2. **13478** rounded to the nearest ten is **13480**.
3. **13329** rounded to the nearest ten is **13330**.
4. **12823** rounded to the nearest ten is **12820**.

None of these numbers round to the same value if we round to just the nearest ten since they yield different rounded results. However, if we round to the nearest hundred:

1. **12561** rounded to the nearest hundred is **12600**.
2. **13478** rounded to the nearest hundred is **13500**.
3. **13329** rounded to the nearest hundred is **13300**.
4. **12823** rounded to the nearest hundred is **12800**.

These also yield different values. Let's try rounding to the nearest thousand instead:

1. **12561** rounded to the nearest thousand is **13000**.
2. **13478** rounded to the nearest thousand is **13000**.
3. **13329** rounded to the nearest thousand is **13000**.
4. **12823** rounded to the nearest thousand is **13000**.

This gives us the same rounded value of **13000**.

### Conclusion for Part A
The farthest possible place value to the right that Maria rounded to, and resulted in the same rounded value for each number, is the **thousand**.

### Step 2: Place the digits for Part B
To show the rounded value of **13000**, we will display it as follows.

- **Thousands place:** 1
- **Hundreds place:** 3
- **Tens place:** 0
- **Ones place:** 0

### Final presentation

**Part A:**
- Place value: **thousand**

**Part B:**

| Thousands | Hundreds | Tens | Ones |
|-----------|----------|------|------|
| 1 | 3 | 0 | 0 |

If you have specific drag-and-drop options, please arrange them accordingly based on the conclusion above!