Rounding 5 & 6 digit numbers to the nearest thousand.

Let's solve the problem step by step.

We are asked to round off each number to the nearest thousand. To do this, we follow these rules:

🔹 Rounding Rules (to the nearest thousand):

- Look at the hundreds digit (the third digit from the right).
- If it is 5 or more, round up.
- If it is less than 5, round down.
- Replace the last three digits with zeros.

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Now let's go through each number:

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1. 30,912
Hundreds digit = 9 → ≥ 5 → Round up
30,912 → 31,000

2. 344,299
Hundreds digit = 2 → < 5 → Round down
344,299 → 344,000

3. 124,423
Hundreds digit = 4 → < 5 → Round down
124,423 → 124,000

4. 78,600
Hundreds digit = 6 → ≥ 5 → Round up
78,600 → 79,000

5. 59,582
Hundreds digit = 5 → ≥ 5 → Round up
59,582 → 60,000

6. 327,840
Hundreds digit = 8 → ≥ 5 → Round up
327,840 → 328,000

7. 62,099
Hundreds digit = 0 → < 5 → Round down
62,099 → 62,000

8. 10,270
Hundreds digit = 2 → < 5 → Round down
10,270 → 10,000

9. 783,624
Hundreds digit = 6 → ≥ 5 → Round up
783,624 → 784,000

10. 59,287
Hundreds digit = 2 → < 5 → Round down
59,287 → 59,000

11. 54,310
Hundreds digit = 3 → < 5 → Round down
54,310 → 54,000

12. 47,999
Hundreds digit = 9 → ≥ 5 → Round up
47,999 → 48,000

13. 22,765
Hundreds digit = 7 → ≥ 5 → Round up
22,765 → 23,000

14. 631,539
Hundreds digit = 5 → ≥ 5 → Round up
631,539 → 632,000

15. 426,149
Hundreds digit = 1 → < 5 → Round down
426,149 → 426,000

16. 94,700
Hundreds digit = 7 → ≥ 5 → Round up
94,700 → 95,000

17. 83,222
Hundreds digit = 2 → < 5 → Round down
83,222 → 83,000

18. 32,905
Hundreds digit = 9 → ≥ 5 → Round up
32,905 → 33,000

19. 20,002
Hundreds digit = 0 → < 5 → Round down
20,002 → 20,000

20. 387,459
Hundreds digit = 4 → < 5 → Round down
387,459 → 387,000

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✔ Final Answers:

1. 31,000
2. 344,000
3. 124,000
4. 79,000
5. 60,000
6. 328,000
7. 62,000
8. 10,000
9. 784,000
10. 59,000
11. 54,000
12. 48,000
13. 23,000
14. 632,000
15. 426,000
16. 95,000
17. 83,000
18. 33,000
19. 20,000
20. 387,000

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Let me know if you'd like a printable version or explanation for any specific one!