Math Problem

Technology and Special Education

We live in an era where computers are used in most peoples everyday life. Technology has achieved remarkable progress and with this knowledge its time that important issues are addressed. Homelessness, abortion, taxes, and welfare reform are a few examples of the humanitarian issues Im talking about. But, the most important issue is education. Because …

Black Holes: Infinity and Beyond

If theories of their existence are true, black holes are the most powerful force in the known physical universe. Many people are familiar with the term black hole, but few people actually know anything about them. A black hole forms as a result of a massive star running out of fuel to burn (Chaisson, 193). …

Music and Math

“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 in a state, and of …

Descartes' Skeptical Argument and Reponses by Bouw

In this essay, I will examine Rene Descartes’ skeptical argument and responses by O. K. Bouwsma and Norman Malcolm. I intend to prove that while both Bouwsma and Malcolm make points that refute specific parts of Descartes’ argument in their criticisms, neither is sufficient in itself to refute the whole. In order to understand Descartes’ …

Marie Curie

Marie Curie was born youngest of five children in Warsaw, Poland on November 7, 1867. She was well-taught by both her mother, Bronsilawa, a teacher, and her father, Wladyslaw, a professor of mathematics and physics. Marie continued her study of mathematical sciences at the University of Paris in 1891. While working in distinguished laboratory of …

Nicolaus Copernicus

Throughout history people have always looked up at the sky and wondered about the universe. Some just wonder while others attempt to solve this mystery. One of the people who had endeavored to solve it was Nicolaus Copernicus. Copernicus was born in the present day town of Torun, Poland in February of 1473. While still …

Ancient Babylonia

When studying Ancient Babylonia it is notably important to look at these factors: daily life, religion, people, society, government and economy so we can determine the development of the civilization and how it is similar to the way we live today. The Babylonian Empire is unique because their government was run by a law known …

The Count Of Monte Cristo

The Count of Monte Cristo is a very powerful book. So powerful in fact, that was controversial when it was first released. The Catholic church in France condemned it because of its powerful message it presented the reader. This theme was one of revenge and vengeance. Monte Cristo had two goals- to reward those who …

Descartes First Meditation

Descartes believes that knowledge comes from within the mind, a single indisputable fact to build on that can be gained through individual reflection. While seeking true knowledge, Descartes writes his Six Meditations. In these meditations, Descartes tries to develop a strong foundation, which all knowledge can be built upon. In the First Meditation, Descartes begins …

History Of Computers

The earliest existence of a modern day computer’s ancestor was the abacus. These date back to almost 2000 years ago. It is simply a wooden rack holding parallel wires on which beads are strung. When these beads are moved along the wire according to “programming” rules that the user must memorize, all ordinary arithmetic operations …

Pascal`s Triangle

The arithmetic triangle was developed in 1653 by Blaise Pascal. He named this triangle after himself and today it is known as Pascal’s Triangle. It is an arrangement of certain whole numbers in a triangular pattern. Blaise Pascal was regarded as a brilliant man of his own time. He made contributions to science, mathematics, and …

Postulates And Theorems

P1-Ruler Postulate. P2-seg. add. postulate. P3-Protractor postulate. P4-angle add. postulate. P5- A line contains at least two points; a plane contains at least 3 points not all in one line; space contains at least 4 pints not all in one plane. P6- Through any 2 points their is excatly 1 line. P7-Through any 3 points …

Mathematics: College Admissions

I have always enjoyed mathematics from an early age. As I progressed through A-level, I began to appreciate the importance of mathematics in other science and in commercial life. I believe that a degree in mathematics will leave me very versatile in terms of a future career choice. From 1992 onwards, I was selected every …

Year Round Schooling

For more than twenty years the educational and economic benefits of year round schooling have been debated in the United States. Experts agree that year round schooling may not be the answer to the problems of all school districts. However in more than 205 districts nation wide, problems have been resolved by year round schooling. …

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Analytic Geometry

Descartes in 1637. Descartes did not start his studying and working with geometry until after he had retired out of the army and settled down. If not for Descartes great discovery then Sir Isaac Newton might not have ever invented the concept of calculus. Descartes concept let to calculus and Newton and G. W. Leibniz …

Descartes

The next stage in the system, as outlined in the Meditations, seeks to establish that God exists. In his writings, Descartes made use of three principal arguments. The first (at least in the order of presentation in the Meditations) is a causal argument. While its fullest statement is in Meditation III, it is also found …

Archimedes

Archimedes was a Greek mathematician and scientist. He was born in Syracuse, Sicily in the year 287 B.C. He was educated in Alexandria, Egypt. Due to the lack of information about Greek mathematics, many Greek mathematicians and their works are hardly known. Archimedes is the exception. Archimedes was very preoccupied with mathematics. For instance, he …

Plato And Forms

The influence that Plato, the Greek philosopher born in 427 BC in Athens, has had throughout the history of philosophy has been monumental. Among other things, Plato is known for his exploration of the fundamental problems of natural science, political theory, metaphysics, theology and theory of knowledge; many of his ideas becoming permanent elements in …

Discovery of the Fibonacci Sequence

A man named Leonardo Pisano, who was known by his nickname, “Fibonacci”, and named the series after himself, first discovered the Fibonacci sequence around 1200 A. D. The Fibonacci sequence is a sequence in which each term is the sum of the 2 numbers preceding it. The first 10 Fibonacci numbers are: (1, 1, 2, …

Trigonometry

Trigonometry uses the fact that ratios of pairs of sides of triangles are functions of the angles. The basis for mensuration of triangles is the right- angled triangle. The term trigonometry means literally the measurement of triangles. Trigonometry is a branch of mathematics that developed from simple measurements. A theorem is the most important result …

Good Will Hunting

This paper will discuss the relationship between Will Hunting and the psychologist Sean Mcguire in the movie Good Will Hunting. The struggles that occur between these main characters will be analyzed and their meanings found. A basic outline of the movie will be included to give the larger picture and its influence upon the two …

The Development of Personal Computers

The history of the computer goes back hundreds of years. From the abacus through the modern era the evolution of computers has involved many innovative individuals. It was out of this desire to innovate many fascinating tabulating machines developed. The modern computer, therefore, evolved from an amalgamation of the genius of many individuals over a …

Herbrand's Theorem

Automated theorem proving has two goals: (1) to prove theorems and (2) to do it automatically. Fully automated theorem provers for first-order logic have been developed, starting in the 1960’s, but as theorems get more complicated, the time that theorem provers spend tends to grow exponentially. As a result, no really interesting theorems of mathematics …

Why Do We Teach Algebra?

Until recent history, mathematics had not been taught to the general population. Only those who were rich, powerful, and/or politically connected were given the opportunity to study math beyond basic counting operations. Many of my junior high students are excited about the prospects of returning to this situation. I have the opportunity to teach remedial …

Definition of psychology and science

In order to answer this question it is important to understand the definitions of both psychology and science. The word ‘psychology’ comes from the Greek ‘psyche’ (or soul) and ‘logos’ (or study), which came to be known as the ‘study of the soul’. The American Heritage Dictionary defines 1. the science dealing with the mind …

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