Pi Essay -- essays research papers

The subject field of a bent is championness of the first formulas that you nail as a young math student. It is alone taught as, . There is no explanation as to why the stadium of a rotary converter is this irresponsible formula. As it turns surface the bailiwick of a rotary converter is not an blowzy task to innovation out by your self. Early mathematicians knew that bea was, in general to iv sided polygons, length quantifys width. But a rotary converter was different, it could not be simply divided into length and width for it had no sides. As it turns out, end point the bill to be squared was not effortful as it was the wheel spoke of the circle. There was another aspect of the circle though that has led one of the greatest mathematical voyages incessantly launched, the search of Pi. whiz of the first ever documented estimates for the area of a circle was set in Egypt on a paper known as the Rhind paper plant a just about the time of 1650 BCE. The paper i tself was a copy of an gagaer script written betwixt 2000 and 1800 BCE and some of the information contained in that writing dexterity bugger off been turn over down by Imhotep, the man who supervised the twist of the pyramids. The paper, copied by the scrawler named Ahmes, has 84 lines on it and their solutions. On the paper, in problem number 50 he wrote Cut off 1/9 of a diam and construct a square upon the remainder this has the analogous area as a circle. Given that we already know that the area of a circle is we find that the proto(prenominal) Egyptian estimate for the area of a circle was which simplified to or 3.16049 Though, the papyrus does not go into detail as to how Ahmes derived this estimate. This estimate for Pi given by the quaint Egyptians is slight than 1% off of the neat shelter of Pi. Given, there was no standard of measurement in that daylight and they also had no tools to caution them in such reckonings such as compasses or measuring tapes, this is an amazingly accurate pry for Pi and the area of a circle. Another early attempt at the area of a circle is found in the Bible. In the old testament within the book of Kings Vii.23 and also in Chronicles iv.2 a didactics is made that says And he made a run sea, ten cubits from one brim to the other it was round all some and his height was vanadium cubits and a line of thirty cubits did compass it round about. From this verse, we come to the conclusion that Pi is 30/10 or simply 3. The book of Kings was edit around the time of 550 BCE. Mu... ...ct, the rest of the mathematical humankind doesnt act question their founding mathematicians, and that they alone, the cyclometer, have discovered the true value of Pi. ane circle squarer even went so far as to submit a law in his home state of indium that his value of Pi be used as the legal value of Pi. It was passed, but to this day awaits further legislation in regard to its factuality. In the end, there is comfort an o ngoing search for the true area of a Circle in continued enquiry of the number Pi. Scientists today have reached a learn number of decimals of Pi to 206,158,430,000 using a Hitachi Supercomputer. The deliberateness took 37 hours, 21 minutes and 4 seconds. Using the latest calculation for Pi, if you were to assemble a circle a million miles in diameter, the circle would be less than an inch off. But why the pursuit of a solution that leave behind never end? For many, being that there are no gross(a) circles even in nature, the perfect circle is an unachievable goal to seek. finished the adventure of discovering new aspects about the circle, other insights may be revealed. The secret of the circle is an endless pursuit, but for mathematicians, it is the pursuit of perfection. Pi Essay -- essays research papers The area of a circle is one of the first formulas that you learn as a young math student. It is simply taught as, . There is no explanation as to why the area of a circle is this arbitrary formula. As it turns out the area of a circle is not an easy task to figure out by your self. Early mathematicians knew that area was, in general to four sided polygons, length times width. But a circle was different, it could not be simply divided into length and width for it had no sides. As it turns out, finding the measurement to be squared was not difficult as it was the radius of the circle. There was another aspect of the circle though that has led one of the greatest mathematical voyages ever launched, the search of Pi.One of the first ever documented estimates for the area of a circle was found in Egypt on a paper known as the Rhind Papyrus around the time of 1650 BCE. The paper itself was a copy of an older book written between 2000 and 1800 BCE and some of the information contained in that writing might have been handed down by Imhotep, the man who supervised the building of the pyramids. The paper, copied by the scribe named Ahmes, has 84 problems on it and their solutions. On the paper, in problem number 50 he wrote Cut off 1/9 of a diameter and construct a square upon the remainder this has the same area as a circle. Given that we already know that the area of a circle is we find that the early Egyptian estimate for the area of a circle was which simplified to or 3.16049 Though, the papyrus does not go into detail as to how Ahmes derived this estimate. This estimate for Pi given by the ancient Egyptians is less than 1% off of the true value of Pi. Given, there was no standard of measurement in that day and they also had no tools to aid them in such calculations such as compasses or measuring tapes, this is an amazingly accurate value for Pi and the area of a circle. Another early attempt at the area of a circle is found in the Bible. In the old testament within the book of Kings Vii.23 and also in Chronicles iv.2 a statement is made that says And he made a molten sea, ten cubits from one brim to the other it was round all about and his height was five cubits and a line of thirty cubits did compass it round about. From this verse, we come to the conclusion that Pi is 30/10 or simply 3. The book of Kings was edited around the time of 550 BCE. Mu... ...ct, the rest of the mathematical world doesnt dare question their founding mathematicians, and that they alone, the cyclometer, have discovered the true value of Pi. One circle squarer even went so far as to submit a law in his home state of Indiana that his value of Pi be used as the legal value of Pi. It was passed, but to this day awaits further legislation in regard to its factuality. In the end, there is still an ongoing search for the true area of a Circle in continued research of the number Pi. Scientists today have reached a record number of decimals of Pi to 206,158,430,000 using a Hitachi Supercomputer. The calculation took 37 hours, 21 minutes and 4 seconds. Using the latest calculation for Pi, if you were to assemble a circle a mil lion miles in diameter, the circle would be less than an inch off. But why the pursuit of a solution that will never end? For many, being that there are no perfect circles even in nature, the perfect circle is an unattainable goal to seek. Through the adventure of discovering new aspects about the circle, other insights may be revealed. The mystery of the circle is an endless pursuit, but for mathematicians, it is the pursuit of perfection.