jcfiala: (Default)

This is a blog post copied from John's Website - please feel free to join him there and post comments. He has set up openid, so you can post there with your livejournal account using your openid, which is the same as your journal url minus the http://. You can find this entry at http://www.jcfiala.net/blog/2009/05/21/limberick-math.

From http://limerickdb.com/?top150 :

If A equals B (so I say),
And we multiply both sides by A,
Then we'll see that A squared,
When with AB compared,
Are the same. Remove B squared. Okay?

Both sides we will factorize. See?
Now each side contains A minus B.
We'll divide through by A
Minus B, and ole!
A plus B equals B. Oh whoopee!

But since I said A equals B,
B plus B equals B, you'll agree?
So if B equals one,
Then this sum I have done,
Proves that two equals one. Q.E.D.

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