https://file.aiquickdraw.com/mathbot/file/1725840358852s8i88tqy.jpg

The worksheet in the image is designed to help students prepare for adding three-digit numbers by focusing on the concept of "breaking apart" numbers. This refers to breaking down numbers into smaller parts (like hundreds, tens, and ones) to make addition easier.

Here’s a breakdown of what the task seems to ask for:

1. **Breaking apart numbers**: You can break three-digit numbers into their place values. For example, the number 123 can be broken apart as:
   - 100 (hundreds)
   - 20 (tens)
   - 3 (ones)

2. **Examples**: You would fill in the surrounding boxes with examples that show how numbers can be broken apart. For instance, you might show:
   - 256 = 200 + 50 + 6
   - 789 = 700 + 80 + 9
   - 345 = 300 + 40 + 5

3. **Process**: The key is to visualize how splitting up numbers helps in performing addition. For example, to add 123 and 456:
   - First, add hundreds (100 + 400 = 500)
   - Then, add tens (20 + 50 = 70)
   - Finally, add ones (3 + 6 = 9)
   - Combine the totals: 500 + 70 + 9 = 579

Let me know if you need help filling in the examples or further explanation on breaking apart numbers!

### Related Questions:
1. How would you break apart the number 908?
2. Can you show how breaking apart makes it easier to add 435 and 276?
3. What happens when you add numbers that require carrying, like 189 and 221?
4. Can subtraction also use the breaking apart method? How?
5. What patterns do you notice when breaking apart numbers into hundreds, tens, and ones?

### Tip:
Breaking numbers apart into smaller components not only makes addition simpler but also enhances mental math skills. Practice with various examples to strengthen understanding!

How do you break apart three-digit numbers to make addition easier?

Learn how to break apart three-digit numbers into hundreds, tens, and ones to make addition easier. This worksheet is perfect for students in Grades 2-4, helping them visualize and practice adding numbers step-by-step.

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