Can you prove whether the English language has a finite list showing its two-letter words?
(I posted this without using any two-letter words whatsoever. The effort took forever with repeated constructing and reconstructing, but I finally made the thing work.)
Yes. There are 26 letters in the English language. If each of them were paired with all the others in all possible combinations, that is a finite number. In this case, that number is 650. Now, subtract all of them that aren't words. Ain't math grand? In my original answer, I left out a significant calculation. Ain't re-checking work grand?
This post was edited by Element 99 at March 14, 2019 5:42 PM MDT