Carl Gauss

Carl Friedrich Gauss was born(p) in Germany on April 30, 1777. He is considered to be wiz of the superlative mathematicians of the 19th Century. He is some time called the prince of mathematics. Gauss along with Archimedes and north are considered to be the greatest mathematicians who ever lived. Gauss was a kid prodigy. When he was all three years old he informed his father of a payroll calculation that was ludicrous and he gave the correct answer. At the maturate of 10 the ocean captain gave a problem of adding the integers from 1 to deoxycytidine monophosphate. The intention was to stay on the students busy, just now Gauss immediately got the answer. Gauss had to explain to the teacher that he found the solution because he could see that 1+100 =101, 2+99 =101, 3+98=101, so that he could find 50 pairs of issuings that each adds up to 101. then 50 times 101 equal 5050. Gauss was able brood his education with the do of Carl Ferdinand, Duke of Brunswick. After meeting Gauss, Duke was very move with the gifted boy, and he pledged his financial support to patron him continue his studies (Gauss was born into a poor family). At the age of 19 he demonstrated a method for constructing a heptadegacon (17 sided polygon) using wholly a ruler and a compass. He also showed that only regular polygons of a certain number of sides could be in that manner.

Gauss proved that the heavy theorem of algebra, which says that any polynomial has a adjudicate of the form a+bi. In 1801 he proved the fundamental theorem of arithmetic, which states that every natural number shadower be correspond as the product of primes in only ! one way. besides in that year, he publishes Disquisitiones Arithmeticae. It was one of the roughly brilliant achievements in the world of mathematics, and Gauss was only 24. In it he proved that every number is the sum of at near three angular numbers and true the algebra of congruences. In that like year, he developed the method of least squares fitting (before Legendre), only when he did non publish...If you want to get a full essay, identify it on our website: OrderCustomPaper.com

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