Long division practice worksheet with problems on graph paper.

The image shows a grid of long division problems, each involving dividing a three-digit number by 2. The problems are:

1. $ 2 \overline{)248} $
2. $ 2 \overline{)284} $
3. $ 2 \overline{)482} $
4. $ 2 \overline{)428} $
5. $ 2 \overline{)824} $
6. $ 2 \overline{)842} $
7. $ 2 \overline{)484} $
8. $ 2 \overline{)282} $
9. $ 2 \overline{)828} $

We will solve each one step by step using long division.

---

1. $ 2 \overline{)248} $

- 2 goes into 2 → 1
- Bring down 4 → 24
- 2 goes into 24 → 12
- Bring down 8 → 8
- 2 goes into 8 → 4

So:
$$
248 \div 2 = 124
$$

---

2. $ 2 \overline{)284} $

- 2 into 2 → 1
- Bring down 8 → 28
- 2 into 28 → 14
- Bring down 4 → 4
- 2 into 4 → 2

$$
284 \div 2 = 142
$$

---

3. $ 2 \overline{)482} $

- 2 into 4 → 2
- Bring down 8 → 8
- 2 into 8 → 4
- Bring down 2 → 2
- 2 into 2 → 1

$$
482 \div 2 = 241
$$

---

4. $ 2 \overline{)428} $

- 2 into 4 → 2
- Bring down 2 → 2
- 2 into 2 → 1
- Bring down 8 → 8
- 2 into 8 → 4

$$
428 \div 2 = 214
$$

---

5. $ 2 \overline{)824} $

- 2 into 8 → 4
- Bring down 2 → 2
- 2 into 2 → 1
- Bring down 4 → 4
- 2 into 4 → 2

$$
824 \div 2 = 412
$$

---

6. $ 2 \overline{)842} $

- 2 into 8 → 4
- Bring down 4 → 4
- 2 into 4 → 2
- Bring down 2 → 2
- 2 into 2 → 1

$$
842 \div 2 = 421
$$

---

7. $ 2 \overline{)484} $

- 2 into 4 → 2
- Bring down 8 → 8
- 2 into 8 → 4
- Bring down 4 → 4
- 2 into 4 → 2

$$
484 \div 2 = 242
$$

---

8. $ 2 \overline{)282} $

- 2 into 2 → 1
- Bring down 8 → 8
- 2 into 8 → 4
- Bring down 2 → 2
- 2 into 2 → 1

$$
282 \div 2 = 141
$$

---

9. $ 2 \overline{)828} $

- 2 into 8 → 4
- Bring down 2 → 2
- 2 into 2 → 1
- Bring down 8 → 8
- 2 into 8 → 4

$$
828 \div 2 = 414
$$

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✔ Final Answers:

| Problem | Answer |
|--------|--------|
| $ 2 \overline{)248} $ | 124 |
| $ 2 \overline{)284} $ | 142 |
| $ 2 \overline{)482} $ | 241 |
| $ 2 \overline{)428} $ | 214 |
| $ 2 \overline{)824} $ | 412 |
| $ 2 \overline{)842} $ | 421 |
| $ 2 \overline{)484} $ | 242 |
| $ 2 \overline{)282} $ | 141 |
| $ 2 \overline{)828} $ | 414 |

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🔍 Explanation:

Each problem involves dividing a three-digit even number by 2. Since all numbers are even, there is no remainder in any case.

You can also verify by doubling the answers — for example, $ 124 \times 2 = 248 $, which matches the original dividend.

Let me know if you'd like these written out in long division format on the grid!