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pythagorean theorem in geometry Essay Examples

121 total results

An Overview of the Different Types of Geometry and Their Purposes (628 words, 3 pages)

Euclidean Geometry EssayThere are many different types of geometry. Some examples include, Euclidean, elliptic, and hyperbolic. But what do they do? And how do you use them? Euclidean geometry is a system consisting of that assuming a small set of intuitively appealing axioms, and deducing many other propositions. Elliptic geometry ... Read More

An Understanding of the Euclidean Geometry and a Comparison of the Three Geometries (989 words, 4 pages)

Euclidean and Non-Euclidean GeometriesMany people do not know that a triangle can be made with three right angles. It may seem impossible to most people as it is in Euclidean geometry. However. a triangle with three right angles can be made in non-Euclidean geometry such as hyperbolic and elliptic geometry. ... Read More

Understanding the Three Categories in the Winner’s Theorem (1792 words, 6 pages)

When the word politics is mentioned, the first things that come to mind are political debates, protests, and elections for seats in the government. Hardly ever is there the thought that objects themselves can have any sort of political worth. Langdon Winner proposed the theorem of artifacts having politics, a ... Read More

An Overview of the Chebyshev’s Theorem (263 words, 1 pages)

Chebyshevs Theorem Chebyshevs Theorem is used to analyze the distributions from a standard deviation. The standard deviation tells us the spread of the data around the mean. It applies to theorem because it tells us what the minimum percentage of data falls between the mean and any of the standard ... Read More

An Excercise to Help a Student to Understand Geometry Better (1589 words, 5 pages)

Practicum ReportDuring the interview session that I had with the student I worked with, I was able to gather that she did not remember much of what she learned the year before in fourth grade. For example, when I asked her if she knew what perimeter and area were, she ... Read More

The Use of the Pythagorean Expectation Formula to Calculate a Baseball Team’s End of Season Win-Loss Percentage (746 words, 3 pages)

MoneyballThe Pythagorean expectation formula, invented by Bill James, estimates how many games a baseball team should have won based on the number of runs they scored and allowed (Miller). This calculates the teams end of season win-loss percentage. The actual equation takes the observed average number of runs scored per ... Read More

The Different Types of Centers in Geometry (429 words, 2 pages)

Geometry Centers Essay There are four different types of centers. The centroid, thecircumcenter, the orthocenter, and the incenter. The centroid of a triangle is constructed by taking any triangle andconnecting the midpoint of each side of the triangle to the oppositevertex. The line segment created by connecting these points is ... Read More

An Experiment on the Verification of the Work-Energy Theorem (2037 words, 27 pages)

IntroductionExperiment 7 focused on verifying the work-energy theorem, which states that the total work done by all the forces acting on an object moving from one point to another is equal to the change in kinetic energy. The procedure included a track on which a glider slid along an air ... Read More

An Essay on My Growth and Learning in the Geometry Class (1033 words, 2 pages)

Essay on Geometry Geometry as I imagined it to be before was just like the usual pastsubjects, usual branch of math I would sometimes fail, nearly pass andorget a passing grade, nothing much new, just the same old I take. I can saythat the problem wasn't always with me, as ... Read More

An Examination of the Applicability of the Poincare Recurrence Theorem to Physical Dynamic Systems (3973 words, 17 pages)

AbstractThis paper examines the applicability of the Poincar Recurrence Theorem to physical dynamical systems. Poincars Theorem is formulated, proven, and the qualitative implications of recurrence are explored. The contradiction between the concept of recurrence and the entropic irreversibility of the second law of thermodynamics is also discussed. The Theorem is ... Read More

The Study of Fractal Geometry and Its Application in the Field of Artificial Intelligence (959 words, 5 pages)

Fractal Geometry and Advancements in Artificial IntelligenceThe term fractal was coined in 1975 by a French mathematician by the name of Benoit Mandelbrot, who later became famous for his discovery of the Mandelbrot Set or M-set during his time working at IBM. At the time, Mandelbrots personal definition of a ... Read More

An Experiment to Determine the Geometry of Nickel Complexes by Measure of Magnetic Susceptibility (1207 words, 7 pages)

Procedure-Preparation of Ni(NCS)2(PPh3)2A 0.656 gram (2.26 mmol) sample of Ni(NO3)26H2O and 0.798 grams (8.21 mmol) of KSCN were combined in a 100-mL round-bottomed flask. 30 mL of n-butanol was added and the mixture was heated under reflux for an hour. The mixture was then air-cooled and then gravity filtered. The ... Read More

The Use of Technology in Teaching Geometry (2818 words, 10 pages)

Information technology has changed numerous aspects of the world welive. Communication, transportation, learning, and working have undergone aradical transformation in the past few decades. Similarly, the field ofeducation has seen enormous change due to the use of technology in thelearning processes. Currently, students can conduct sophisticated,practical laboratories while using computer ... Read More

An Analysis of the Factors Affecting Children’s Learning Prowess in Geometry (2031 words, 11 pages)

This literature review will focus on the eminent and recent literature which examines the usefulness of the Van Hiele Model in assessing childrens geometrical ability and theories of how children learn Geometry.Piaget (1953 1960 1967) suggests that a childs initial geometrical discoveries are topological that they can recognise the boundary ... Read More

A Review of The Four Color Theorem by Francis Guthrie (1665 words, 2 pages)

The Four Color Theorem Throughout history, mapmakers have perfected the art of making maps that allow for viewers to differentiate between distinct regions, such as countries or states. With any mapmakers given knowledge and practice, it has become known that if you plan well enough, you will never need more ... Read More

The History of the Chinese Remainder Theorem (458 words, 1 pages)

CHINESE REMAINDER THEOREM WHAT IS IT ? Mathematics plays an important role in our world, as we know it. It is used everyday to solve all kinds of complex problems enabling us to create a better place for everyone to live in. One particular aspect of Mathematics known as the ... Read More

A Discussion About Covalent Bonding and Molecular Geometry (1659 words, 6 pages)

Covalent Bonding and Molecular GeometryObjectiveThe objective of this exercise is to help in understanding the geometric relationships of atoms in simple molecules and the relationship of hybridization to the geometry present.DiscussionIn the last 30 years, data obtained from spectrometric measurements, Xray and electron diffraction studies, and other experiments have yielded ... Read More

Mystery cults greatly influenced the development of Pythagoreanism as Pythagoreans adopted many of their traditions, behaviors and beliefs. Pythagoras, the founder of the Pythagoreans, established a school in which he developed and taught these adopted cultural behaviors and beliefs. The nature of daily living in the school, both its moral ... Read More

The Use of Abstract Geometry in Ancient Egypt and Babylon (490 words, 1 pages)

Abstract GeometryThe ancient Egyptians and Babylonians discovered abstract Geometry. They developed these ideas that were used to build pyramids and help with reestablishing land boundaries. While, the Babylonians used abstract geometry for measuring, construction buildings, and surveying. Abstract geometry uses postulates, rules, definitions and propositions before and up to the ... Read More

The Differences Between Euclidean and Non-Euclidean Geometry (1670 words, 4 pages)

Differences in GeometryGeometry is the branch of mathematics that deals with the properties of space. Geometry is classified between two separate branches, Euclidean and Non-Euclidean Geometry. Being based off different postulates, theorems, and proofs, Euclidean Geometry deals mostly with two-dimensional figures, while Demonstrative, Analytic, Descriptive, Conic, Spherical, Hyperbolic, are Non-Euclidean, ... Read More

A Comparison between the Abstract Geometry and the Measurement Geometry (461 words, 1 pages)

John BloomingdaleModern Geometry Dec. 12, 1999Dr. EdgellAbstract GeometryThe ancient Egyptians and Babylonians discovered abstract Geometry. They developed these ideas that were used to build pyramids and help with reestablishing land boundaries. While, the Babylonians used abstract geometry for measuring, construction buildings, and surveying. Abstract geometry uses postulates, rules, definitions and ... Read More

The History and Use of Geometry in Our Lives (487 words, 1 pages)

Geometry was actually first used in ancient Egypt and Babylon at around 2000 BC in both cases. In order for the Egyptians to build such massive structures as the pyramids they had to have made plans for them prior to the actually building, in these plans geometry had to be ... Read More

A Description of the Coase Theorem and Its Applications (1339 words, 2 pages)

The old adage money cant buy happiness apparently was never learned in the small town of Dilley, Oregon. Jonathan Hawes is a convicted sex offender who was released into society after serving a five-year prison sentence. Upon his release from prison he planned to move into his mother Wendy Brewtons ... Read More

Fractal Geometry Is Not Only About the World of Mathematics (1320 words, 6 pages)

Fractal Geometry is not just a chapter of mathematics, but one that helps everyman to see the same old world differently". - Benoit Mandelbrot The world of mathematics usually tends to be thought of as abstract. Complex and imaginary numbers, real numbers, logarithms, functions, some tangible and others imperceivable. But ... Read More

The Influence of Pythagorean Philosophy in Musical Instrumentation (1373 words, 5 pages)

"Music is the harmonization of opposites, the unification of disparate things, and the conciliation of warring elements... Music is the basis of agreement among things in nature and of the best government in the universe. As a rule it assumes the guise of harmony in the universe, of lawful government ... Read More

An Introduction to the Median Voter Theorem (1119 words, 2 pages)

Median Voter Theorem A Unavoidable Reality Leaving No One Truly SatisfiedOn the spectrum of politics (or any other ideologically-based matter), personal opinions will inevitably vary from one extreme on the left to the opposite on the right. In a governing system such as that of the United States, where the ... Read More

The Life and Works of Pappus and His Biggest Contribution in Geometry (631 words, 2 pages)

Pappus was born in approximately 920 in Alexandria, Egypt. He was the last of the great Greek geometers and one of his major theorems is considered to be the basis of modern projective geometry ("Pappus"). Pappus flourished in the fourth century, writing his key work, the Mathematical Collection, as a ... Read More

A Description of the Coase Theorem and Libertarian Political Party in Practicing Property Rights (2986 words, 7 pages)

The bases of every market are the property rights of the individuals that participate in the market. Without property rights there would be no exchange and difficult to establish contract laws. Property rights were taken for granted for much of history and are now used to establish all sorts of ... Read More

A Comprehensive Approach to the Pythagorean Triples in Mathematics (647 words, 4 pages)

Pythagorean TriplesThree integers a, b, and c that satisfy a2 b2 c2 are called Pythagorean Triples. There are infinitely many such numbers and there also exists a way to generate all the triples. Let n and m be integers, nm. Then define() a n2 - m2, b 2nm, c n2 ... Read More

An Introduction to Fractal Geometry Branch of Mathematics (564 words, 1 pages)

Fractal GeometryFractal geometry is a branch of mathematics having to do with fractals. Fractals are geometric figures, just like rectangles, circles and squares, but fractals have special properties that those figures do not have. In geometry two figures are similar if their corresponding angles are congruent in measure. Fractals are ... Read More

Published: Friday 25th of January 2013