From: utzoo!decvax!pur-ee!uiucdcs!holland Newsgroups: net.math Title: Re: Math Test - (nf) Article-I.D.: uiucdcs.312 Posted: Wed Aug 4 19:26:04 1982 Received: Thu Aug 5 06:31:17 1982 #R:pur-ee:6600003:uiucdcs:10300005:000:161 uiucdcs!holland Aug 4 19:18:00 1982 You'd have to find a common (although irrational) divisor of e and pi, which means that e/pi would have to be rational. Has anyone proved anything about (e/pi)?