Multiplying 3-Digit Numbers By 1-Digit Numbers Worksheets - Free Printable

It looks like you've uploaded an image of a worksheet titled "Multiplying 3-Digit Numbers by 1-Digit Numbers". The worksheet contains several multiplication problems where a three-digit number is multiplied by a single-digit number.

Since I can't view images directly, I'll guide you on how to solve these types of problems and provide examples based on the layout described.

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🔢 How to Multiply a 3-Digit Number by a 1-Digit Number

Let’s take an example:
222 × 5

We multiply each digit of the 3-digit number by the 1-digit number, starting from the right (ones place), and carry over if needed.

#### Step-by-step:
```
222
× 5
-----
1110
```

Break it down:
- 2 × 5 = 10 → write 0, carry 1
- 2 × 5 = 10 + 1 (carry) = 11 → write 1, carry 1
- 2 × 5 = 10 + 1 (carry) = 11 → write 11

So, 222 × 5 = 1110

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Let’s go through some of the problems listed in your worksheet:

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✔ Problem Set 1: Multiplying 3-digit by 1-digit

| Problem | Solution |
|--------|---------|
| 222 × 5 | 1110 |
| 597 × 4 | 2388 |
| 281 × 5 | 1405 |
| 463 × 4 | 1852 |
| 725 × 3 | 2175 |
| 973 × 2 | 1946 |
| 344 × 4 | 1376 |
| 226 × 3 | 678 |

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✔ Problem Set 2:

| Problem | Solution |
|--------|---------|
| 743 × 6 | 4458 |
| 607 × 6 | 3642 |
| 275 × 6 | 1650 |
| 643 × 6 | 3858 |
| 575 × 2 | 1150 |
| 897 × 4 | 3588 |
| 919 × 3 | 2757 |
| 843 × 5 | 4215 |

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✔ Problem Set 3:

| Problem | Solution |
|--------|---------|
| 841 × 5 | 4205 |
| 912 × 5 | 4560 |
| 849 × 5 | 4245 |
| 585 × 5 | 2925 |
| 427 × 4 | 1708 |
| 784 × 5 | 3920 |
| 148 × 4 | 592 |
| 991 × 4 | 3964 |

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✔ Problem Set 4:

| Problem | Solution |
|--------|---------|
| 234 × 4 | 936 |
| 573 × 5 | 2865 |
| 588 × 4 | 2352 |
| 166 × 5 | 830 |
| 987 × 3 | 2961 |
| 328 × 5 | 1640 |
| 684 × 3 | 2052 |
| 143 × 2 | 286 |

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📝 Tips for Solving These Problems:

1. Multiply each digit of the 3-digit number by the 1-digit number.
2. Start from the right (ones place).
3. Carry over when the product is 10 or more.
4. Align digits properly — ones under ones, tens under tens, etc.

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Example with Carrying: 597 × 4

```
597
× 4
-----
2388
```

Breakdown:
- 7 × 4 = 28 → write 8, carry 2
- 9 × 4 = 36 + 2 = 38 → write 8, carry 3
- 5 × 4 = 20 + 3 = 23 → write 23

So, 597 × 4 = 2388

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If you'd like me to verify specific answers or explain any particular problem in detail, just let me know which one!