...to find the area of a circle you simply multiply pi times the radius of the circle, times the radius of the circle, or, in math-speak, A= piR squared. That means you can never turn a circle into a square of the exact same size: close but never exact. And it oesn’t matter if it is a great big circle or an itty-bitty one. Pi is always 3.141 etcetera, etcetera.If you are a math freak this is obvious, while the rest of us have to be satisfied with accepting that Pi is an irrational number: live with it. But I ask you, what is the value of knowing pi? I had a fourth grade teacher who was so obsessed with having her students memorize the value of Pi to twenty decimal places that she had us memorize the following poem: “Sir, I send a rhyme excelling, In sacred truth and rigid spelling, Numerical sprites elucidate, For me the lexicon’s full weight”. Each of the 20 words of that poem has the number of letters required to read out the first twenty digits of pi. I had to memorized that poem again in my thirties because as a ten year old I found most numbers irrational and I couldn’t spell the word Nantucket, let alone rhymes like “elucidate”. So this poem was as much a mystery to me then as the number Pi remains today.I am older now and I have made a fool of myself in front of an innumerable people, and have grown so used to making mistakes in public that I hardly notice the embarrassment anymore. So I admit I still find pi a puzzle. But every time I make a mistake, I learn something new, such as; never turn down a chance to use the bathroom, never loan money to attractive women, never invest in a Nigerian lottery ticket, never give out my social security number over the phone, and never question the value of pi.Legend has it that the great Greek mathematician Archimedes of Syracuse was struggling over the solution to pi when a Roman soldier blundered into his study. The old man supposedly snapped, “Don’t touch my circles!”, whereupon the chastised legionary pulled his Gladius and separated Archimedes’ head from his face. I suppose that if Archimedes had been sitting in his bathtub, as he allegedly was when he discovered that displaced water could be used to measure density (Eureka!), something else might have been separated. But, suffice it to say that before computers, finding pi was a great big pain in the Archimedes. He managed to figure out that pi was somewhere between 3 10/71 and 3 1/7. He might have done better if he had invented the decimal point, first.

About the year 480 CE the Chinese mathematician Zu Chongzhi figured out that pi was a little more than 3.1415926 and a little less than 3.1415927. After that the decimal point zealots took over. The German mathematician and fencing instructor Ludolf van Ceulen worked out pi to 35 decimal places, and in 1873 the amateur geek, William Shanks, worked it out to 707 decimal places. But William made one tiny little mistake in the 528th number and that threw everything else off. But it was such a good try that nobody noticed his screw up until 1944. Today computers have figured pi out to one trillion digits to the left of the decimal point and still no repeatable pattern has been detected. It is still a little bit less than 3.15 and a little bit more than 3.14. All that has changed is the definition of “a little bit”. It keeps getting smaller and smaller but it will never be zero.Still, pi remains the “admirable number” according to the devilish little Polish poetess Wislawa Szmborska. While being infinitly long it includes “…my phone number your shirt size, the year nineteen hundred and seventy-three sixth floor, number of inhabitants sixty-five cents, hip measurement two fingers a charade and a code, in which we find how blithe the trostle sings!” (…and no, I have no idea what or who the hell a trostle is. The Oxford English Dictionary doesn’t either. Do you?)I do know that a physician and crackpot amateur mathematician from Solitude, Indiana named Dr. Edwin J. Goodwin thought that he had “solved” pi to the last digit and none of this irrational numerical horse feathers for him! And he decided to make it his own personal private property. But in order to profit from his discovery (you know how wealthy the Pythagoras estate is) Dr. Goodwin needed a legal endorsement. And rather than subject his brainchild to the vagaries of the copyright peer review, the good doctor instead offered his theory as an accomplished fact to the local politicians. The proposal, Indiana House Bill 246, “…an act introducing a new mathematical truth and offered…to be used only by the State of Indiana free of cost…provided it is accepted and adopted by the official action of the Legislature…”, actually made it through the Committee on Canals and Swamps in record time, and was passed by the full house on February 5, 1897, by a vote of 67 to 0.

The Pi pie, provided with the generous kind grace of "VROG in Bristol" http://www.flickr.com/photos/vrog/1441303189/