Essay on Number Theory -- Mathematics Math

Research PaperThroughout math, there are many conventionalisms of computes that have excess and distinct properties. in that respect are even numbers, primes, odd numbers, multiples of four, eight, seven, ten, and so forth One important and strange pattern of numbers is the set of Fibonacci numbers. This is the sequence of numbers that follow in this pattern 1, 1, 2, 3, 5, 8, 13, 21, etc. The idea is that each number is the sum of its previous two numbers (n=n-1+n-2) (Kreith). The Fibonacci numbers appear in various papers of math, such as pappa?s Triangle and the Golden proportion/Section. It falls under number theory, which is the study of whole or rational numbers. Number Theory develops theories, simple equations, and uses special tools to find specific numbers. Some topic examples from number theory are the Euclidean Algorithm, Fermat?s Little Theorem, and Prime Numbers.Strangely, the Fibonacci numbers appear in reputation too. One familiar steering in which the Fibonacc i numbers appear in character is the rabbit family line (and bee family line as well). Another strange way in which the Fibonacci numbers relate to reputation is the plant kingdom. Because of these strange relationships, I ask the question How and why do the Fibonacci numbers appear in nature? In this paper, I will campaign to answer this question. Pascal?s Triangle - Golden Rectangle 2The man behind the Fibonacci numbers, Leonardo Fibonacci, was born in Pisa in 1175 A.D. During his life, he was a customs duty officer in Africa and businessman who traveled to various places. During these trips he gained knowledge and skills which enabled him to be recognized by emperor moth Fredrick II. Fredrick II noticed Fibonacci and ordered him to consequence part in a mathematical tournament. This place would eventuall... ...its relation to the Golden Angle, which appears in the primordia of plants in order to prevail the maximum number of primordia for plants. I kindred to think of an i dea in the book, ?Life?s Other Secret,? which says that it?s not just Fibonacci Numbers that bet it?s also the matter in which they arise (Stewart). 9Works CitedAdam, John. mathematics in Nature. Princeton, New Jersey Princeton University Press, 2003.Knott, Ron. ?Fibonacci Numbers in Nature? 18, July 2005. 03, Aug 2005. Kreith, Kurt. universe of discourse Professor. Davis, California.Muldrew, Lola. COSMOS Teacher Fellow. Davis, California.Stewart, Ian. Life?s Other Secret. Canada John Wiley & Sons, Inc.University of Cambridge. ?The Life and Numbers of Fibonacci? Sep 1997. 03, Aug 2005. Essay on Number Theory -- Mathematics MathResearch PaperThroughout math, there are many patterns of numbers that have special and distinct properties. There are even numbers, primes, odd numbers, multiples of four, eight, seven, ten, etc. One important and strange pattern of numbers is the set of Fibonacci numbers. This is the sequence of numbers that follow in this pattern 1, 1, 2 , 3, 5, 8, 13, 21, etc. The idea is that each number is the sum of its previous two numbers (n=n-1+n-2) (Kreith). The Fibonacci numbers appear in various topics of math, such as Pascal?s Triangle and the Golden Ratio/Section. It falls under number theory, which is the study of whole or rational numbers. Number Theory develops theories, simple equations, and uses special tools to find specific numbers. Some topic examples from number theory are the Euclidean Algorithm, Fermat?s Little Theorem, and Prime Numbers.Strangely, the Fibonacci numbers appear in nature too. One familiar way in which the Fibonacci numbers appear in nature is the rabbit family line (and bee family line as well). Another strange way in which the Fibonacci numbers relate to nature is the plant kingdom. Because of these strange relationships, I ask the question How and why do the Fibonacci numbers appear in nature? In this paper, I will attempt to answer this question. Pascal?s Triangle - Golden Rectangle 2The man behind the Fibonacci numbers, Leonardo Fibonacci, was born in Pisa in 1175 A.D. During his life, he was a customs officer in Africa and businessman who traveled to various places. During these trips he gained knowledge and skills which enabled him to be recognized by Emperor Fredrick II. Fredrick II noticed Fibonacci and ordered him to take part in a mathematical tournament. This place would eventuall... ...its relation to the Golden Angle, which appears in the primordia of plants in order to give the maximum number of primordia for plants. I like to think of an idea in the book, ?Life?s Other Secret,? which says that it?s not just Fibonacci Numbers that matter it?s also the matter in which they arise (Stewart). 9Works CitedAdam, John. Mathematics in Nature. Princeton, New Jersey Princeton University Press, 2003.Knott, Ron. ?Fibonacci Numbers in Nature? 18, July 2005. 03, Aug 2005. Kreith, Kurt. COSMOS Professor. Davis, California.Muldrew, Lola. COSMOS Teacher Fellow. Davis, Calif ornia.Stewart, Ian. Life?s Other Secret. Canada John Wiley & Sons, Inc.University of Cambridge. ?The Life and Numbers of Fibonacci? Sep 1997. 03, Aug 2005.