Solution:
1. Determine the number of pages with different digit counts:
- Pages 1 to 9: Single-digit pages.
* Total pages: 9
* Digits used per page: 1
* Total digits: 9 \times 1 = 9
- Pages 10 to 99: Double-digit pages.
* Total pages: 99 - 10 + 1 = 90
* Digits used per page: 2
* Total digits: 90 \times 2 = 180
- Pages 100 to 710: Triple-digit pages.
* Total pages: 710 - 100 + 1 = 611
* Digits used per page: 3
* Total digits: 611 \times 3 = 1833
2. Sum all the digits from each group:
9 + 180 + 1833 = 2022
Conclusion:
The total number of digits required to number all the pages from 1 to 710 is 2022.