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In the image you uploaded, the worksheet focuses on rounding numbers to the accuracy of the underlined digit. I'll go through the problems to check and complete the solutions:

1. **71,730** → **70,000** (Correct)
2. **2,231,703** → **2,232,000** (Incorrect; should be **2,230,000**)
3. **1,507,929** → **1,500,000**
4. **250,797** → **251,000** (Correct)
5. **4,231,805** → **4,232,000** (Correct)
6. **9,547** → **9,500** (Correct)
7. **2,205** → **2,200** (Correct)
8. **36,427** → **36,000**
9. **775,114** → **775,000**
10. **487,286** → **490,000** (Correct)
11. **9,766,380** → **9,800,000**
12. **6,095,799** → **6,100,000**
13. **94,770** → **90,000** (Correct)
14. **806,039** → **806,000**
15. **304,861** → **305,000**
16. **811,886** → **810,000** (Correct)
17. **2,758** → **2,800**
18. **1,371,867** → **1,372,000**
19. **63,921** → **63,900** (Correct)
20. **69,825** → **69,800**
21. **79,792** → **79,800**

If you'd like, I can walk you through specific problems in more detail or clarify the rounding rules.

### Relative Questions:
1. How do you determine which digit to round up or down?
2. What is the importance of place value in rounding numbers?
3. What happens if the digit to the right of the underlined one is exactly 5?
4. How would rounding differ between smaller numbers (e.g., 3-digit) and larger numbers (e.g., millions)?
5. Can you give an example of rounding with decimal numbers?

### Tip:
When rounding, always check the digit immediately to the right of the underlined one: if it's 5 or higher, round up; otherwise, round down.

Mixed rounding: round numbers to the underlined digit (large numbers).

Learn how to round large numbers to the accuracy of the underlined digit. This Grade 5 worksheet covers key rounding concepts and provides step-by-step examples, including numbers in the thousands and millions.

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