Problem Proof 0 (1.2.1, 2)
``There must be something wrong with the following proof. What is it?
Theorem. Let a be any positive number. For all positive integers
n we have an-1 = 1. Proof. If n=1, an-1=a1-1=a0=1.
And by induction, assuming that the theorem is true for 1, 2, ..., n, we have
so the theorem is true for n+1 as well."
Continued
Theorem. Let a be any positive number. For all positive integers
n we have an-1 = 1. Proof. If n=1, an-1=a1-1=a0=1.
And by induction, assuming that the theorem is true for 1, 2, ..., n, we have
so the theorem is true for n+1 as well."
Continued
posted by Eric at 9:20 AM
3 Comments:
How about you link to all of this from your mathmeth.com page? Why didn't you tell about about this before?
Now I will enjoy the reading!
How the hell did you even find about this page?
Hahahaha.
My eye sees all!
(Actually, mathmeth.com gets a lot of hits from this address. I saw it on the logs and followed the link.)
Post a Comment
<< Home