> -----Original Message----- > From: Jan-Erik Soderholm [SMTP:jan-erik.soderholm@telia.com] > Sent: Tuesday, November 12, 2002 8:59 AM > To: PICLIST@mitvma.mit.edu > Subject: Re: OT: Today's potpourri > > Now, since we allready are OT, maybe a little mathematics problem > could in place ? > > Consider a sheet of paper, 0.0001 mm thick. > > Lets say you fold it in the middle. > > Then fold it again in the middle. > > How many times do you have to fold the paper before the "stack" > have passed the Moon (aprox 380.000 km) ? > > 1 million times ? > Or more ? > Or less ? > > The answer surprises most people not familiar with mathematics. > (And the answer is also given in a well known book :-) ) > > Jan-Erik Svderholm > S:t Anna Data > Sweden. > 380,000km = 3.8E11 millimeters 3.8E11 / 0.1E-3 = 3.8E15 thicknesses of paper. Log2(3.8E15) = 51.75, so 52 times. Unfortunately it's pretty much impossible to fold a piece of paper more than about 7-8 times, no matter how big it is! Regards Mike -- http://www.piclist.com hint: To leave the PICList mailto:piclist-unsubscribe-request@mitvma.mit.edu