From Compile Worlds
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A binomial number is a number whose digits can be expressed as a binomial, i.e. it is a polynomial number of order 2. As such, all numbers with two or less digits are binomial numbers.
Three-digit binomial numbers
Four-digit binomial numbers
| m\c | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9
|
| 1
| 1,234 | 2,345 | 3,456 | 4,567 | 5,678 | 6,789 | 7,890 | 8,910 | 9,012
|
| 2
| 1,357 | 2,468 | 3,579 | 4,680 | 5,791 | 6,802 | 7,913 | 8,024 | 9,135
|
| 3
| 1,470 | 2,581 | 3,692 | 4,703 | 5,814 | 6,925 | 7,036 | 8,147 | 9,258
|
| 4
| 1,593 | 2,604 | 3,715 | 4,826 | 5,937 | 6,048 | 7,159 | 8,260 | 9,371
|
| 5
| 1,616 | 2,727 | 3,838 | 4,949 | 5,050 | 6,161 | 7,272 | 8,383 | 9,494
|
| 6
| 1,739 | 2,840 | 3,951 | 4,062 | 5,173 | 6,284 | 7,395 | 8,406 | 9,517
|
| 7
| 1,852 | 2,963 | 3,074 | 4,185 | 5,296 | 6,307 | 7,418 | 8,529 | 9,630
|
| 8
| 1,975 | 2,086 | 3,197 | 4,208 | 5,319 | 6,420 | 7,531 | 8,642 | 9,753
|
| 9
| 1,098 | 2,109 | 3,210 | 4,321 | 5,432 | 6,543 | 7,654 | 8,765 | 9,876
|
