Statistics And Probability Essays Examples For College & High School Students in PDF

770 total results

An Introduction to Euclid of Alexandria (526 words, 1 pages)

Euclid of Alexandria is thought to have lived from about 325 BC until 265 BC in Alexandria, Egypt. There is very little known about his life. It was thought he was born in Megara, which was proven to be incorrect. There is in fact a Euclid of Megara, but he ... Read More

An Introduction to the Theory of Pascal’s Triangle (902 words, 6 pages)

Pascals TriangleBlas Pacal was born in France in 1623. He was a child prodigy and wasfascinated by mathematics. When Pascal was 19 he invented the first calculatingmachine that actually worked. Many other people had tried to do the same but did notsucceed. One of the topics that deeply interested him ... Read More

An Explanation of Buffon’s Needle in Regards to the Value of Pi (245 words, 1 pages)

Buffon's NeedleBuffon's Needle refers to a simple Monte Carlo method for the estimation of the value of pi, 3.14159265... The idea is very simple. Suppose you have a tabletopwith a number of parallel lines drawn on it, which are equally spaced (say the spacing is 1 inch, for example). Suppose ... Read More

An Introduction to Paradoxes When Looks Can Be Deceiving (1761 words, 8 pages)

Looks Can Be DeceivingParadoxes are sometimes composed of contradictory ideas presented together, ultimately leading to an unworkable situation. Paradoxes, however, are not simply ambiguous questions. Paradoxes are the essence of the inherent complexity of systems (Internet 1). Each paradox must be analyzed and clearly understood before it can be explained. ... Read More

An Introduction to the ‘X’ Equation (215 words, 2 pages)

Quetion y -3x , y 3x2Answer substitute y -3x in for the "y" in y 3x2y 3x2-3x 3x202Question x 4y3 , 2x 8y -6Answer find what "x" equals x 4y3x 4y -4y3 -4yx -4y 3then substitute the answer that you got for "x" into the problem 2x 8y -6 and ... Read More

The Life and Contributions of Blaise Pascal (808 words, 1 pages)

Blaise Pascal was born at Clermont on June 19, 1623, and died in Paris on Aug. 19, 1662. His father, a local judge at Clermont, and himself of some scientific reputation, moved to Paris in 1631, for two main reasons, to prosecute his own scientific studies, and to carry on ... Read More

An In-Depth Analysis of the Popular Game Theory of Prisoner’s Dilemma (820 words, 1 pages)

One of the most famous and most thoroughly studied examples of game theory is the Prisoners Dilemma. In this situation, the police have caught two people and charged them with a crime. The police separate the prisoners into different rooms and give them the option of confessing. The police tell ... Read More

Life and Times of Leonardo Fibonacci (393 words, 1 pages)

Leonardo FibonacciLeonardo Fibonacci was born in Pisa, Italy around 1175 to Guilielmo Bonacci. Leonardos father was the secretary of the Republic of Pisa and directed the Pisan trading colony. His father intended on Leonardo becoming a merchant. His father enlisted him in the Pisan Republic, sending him to various countries. ... Read More

A Biography of the Life and Times of Francois Viete (603 words, 1 pages)

Francois Viete was born in in the city Fontenay-le-Comte, inthe province of Poitou which is now the province of now Vende,in the year 1540. Viete died in Paris, on February the 23rd in 1603.Vietes father worked as a lawyer and a government official.Vietes father was Etienne Viete, as a lawyer ... Read More

A Comprehensive Analysis and the History and Taxonomy of Game Theory (5104 words, 13 pages)

The History and Taxonomy of Game TheoryContents Introduction and Brief History I - Static Non-Cooperative Games 1. Strategic Normal Games 2. Bayesian (Incomplete Information) Games II - Dynamic Non-Cooperative Games 1. Strategic Extensive Games 2. Imperfect Information Games 3. Finite Repeated Games 4. Infinitely Repeated Games 5. Dynamic Bayesian Games ... Read More

The Calculus, Philip Emeagwali’s Biography, a Nigerian Engineer, Mathematician, Computer Scientist and Geologist (898 words, 1 pages)

Philip Emeagwali a.k.a., calculus programmed a computer to work faster than any other computer in the world, and helped to solve one of the Nation's most difficult computing problems understanding how oil flows underground. As a result of this great triumph, Emeagwali, who gained his doctorate at the University of ... Read More

An Analysis of the Topic of the Knowledge of the Past and the Assertion on the Mathematics (1234 words, 6 pages)

'Without knowledge of the past, we would have no knowledge at all.'Evaluate this assertion with reference to any two of thefollowing mathematicsnatural sciencesor human sciences (one choice)historythe arts In order to evaluate the assertion 'Without knowledge of the past, we wouldhave no knowledge at all' it is necessary to first ... Read More

A Mathematical Calculation for the Luggage in the Airline Rule (746 words, 4 pages)

Introduction An airlinewants to impose a rule on its flights that the maximum height, length andwidth of the hand luggage cannot exceed 1.5m.It therefore needs to ascertain what shape the luggage should be inorder to obtain the optimum volume, whilst meeting the aforementioned criteria.MethodInitial Predictions In everydaylife, the most commonly ... Read More

An Analysis of the Topic of the pay Phones in the Untied States of America (709 words, 3 pages)

The Pay PhoneProblem 1. Here is a list of only using 10p and 20p coins for a payphone, which could be used for a call costing any multiple of 10p10p 1x10 10 Total of1 way20p 2x10 10 10 1x20 20 Total of 2 different ways 30p 3x10 10 10 10 ... Read More

An Experiment to Determine the Relation of Shapes to Each Other (4376 words, 17 pages)

Summary I am doing an investigation tolook at shapes made up of other shapes (starting with triangles, then going onsquares and hexagons. I will try to find the relationship between the perimeter(in cm), dots enclosed and the amount of shapes (i.e. triangles etc.) used tomake a shape. From this, I ... Read More

My Prediction of Dark and White Square Mathematical Patterns (653 words, 3 pages)

Order of squares going down1 3 1 51 3 5 3 1 13 New additions. In each case 2 has been added.1 3 5 7 5 3 1 25 Like the previous pattern there are Additions with 2 being added on.For the next pattern I predict that the total number ... Read More

An Analysis of a Problem Involving Bad Tomatoes (2643 words, 9 pages)

GCSE Maths Bad Tomato Investigation A problem has emerged involving bad tomatoes. I am going to investigate it and find some solutions to the problem. At first there is a regular tray of good tomatoes. Then suddenly, one goes bad. An hour later, all the ones that the bad tomato ... Read More

An Analysis of the Formula and Computation for the Projectile Problem (385 words, 1 pages)

Projectile Problem The problem to solve was to calculate how far a ball would 'fly' (y), when dropped in an sloping rail that ends 91.3 cm above the floor (see figure 1). The goal for us to reach to was that our teacher should place a cup at any distance ... Read More

The Code of Professional Ethics by American Institute of Certified Public Accountants (1274 words, 6 pages)

"Code of Professional Ethics by American Institute of Certified Public Accountants."Code of Professional Ethics by American Institute of Certified Public Accountants.Introduction"A code of professional ethics is a voluntary assumption of self discipline above and beyond the requirements of the law. The Code of Ethical Conduct serves the highly practical purpose ... Read More

An Introduction to the Comparison of Multi-Valued Orientation and Two Valued Orientation (319 words, 1 pages)

Multi-valued orientation and two valued orientation are two completely different thing. THey compare in only one way. This is the fact that they both have values. It could be said that a contrastment of the two would be more useful than a comparison. Two valued orientation is for extremists. Multi-valued ... Read More

Understanding the Concept Behind the Chaos Theory (2369 words, 10 pages)

The Chaos Theory Where Chaos begins, classical science ends. Ever since physicists haveinquired into the laws of nature, the have not begun to explore irregular sideof nature, the erratic and discontinuous side, that have always puzzledscientists. They did not attempt to understand disorder in the atmosphere, theturbulent sea, the oscillations ... Read More

Solomon’s Different Reasons Why He Rejects the Presuppositions of The Game Theory (1207 words, 5 pages)

Presuppositions of The Game TheorySoloman believes that as the game theory gets more sophisticated, we tend tolose sight of the problem rather than solve it. He sees the problem as how toget people to think about business and about themselves in an Aristotelianrather than a neo-Hobbesian (or even a Rawlsian) ... Read More

A Biography of Karl Gauss (622 words, 3 pages)

Karl Gauss BiographyKarl Gauss lived from 1777 to 1855. He was a German mathematician,physician, and astronomer. He was born in Braunschweig, Germany, on April 30th,1777. His family was poor and uneducated. His father was a gardener and amerchant's assistant.At a young age, Gauss taught himself how to read and count, ... Read More

A Biography of Paul Adrien Maurice Dirac (1292 words, 1 pages)

Paul Adrien Maurice DiracPatrick EnnisMrs. CarterResearchMonday, December 9, 1996"Physical Laws should have mathematical beauty." This statement was Dirac'sresponse to the question of his philosophy of physics, posed to him in Moscow in1955. He wrote it on a blackboard that is still preserved today.1Paul Adrien Maurice Dirac (1902-1984), known as P. ... Read More

An Introduction to the Essay on the Topic of an Interview with Einstein (283 words, 2 pages)

My Interview With EinsteinMe Hello Mr. Einstein.Einstein Hello Mr. ????? (in strong german acent).Me I heard that you absolultly sucked at math...is that true???Einstein Well, when I was a child I constintly failed my math classes. Howeverafter I got into higher level mathematics I found it easier...i still don't doincredibly ... Read More

The Life and Impact of German Scientist and Mathematician Carl Firedrich Gauss (441 words, 2 pages)

This report is on Carl Friedrich Gauss. Gauss was a German scientist and mathematician. People call him the founder of modern mathematics. He also worked in astronomy and physics. His work in astronomy and physics is nearly as significant as that in mathematics. Gauss also worked in crystallography, optics, biostatistics, ... Read More

An Introduction to the Life of Georg Cantor (2056 words, 6 pages)

I. Georg Cantor Georg Cantor founded set theory and introduced the concept of infinite numbers with his discovery of cardinal numbers. He also advanced the study of trigonometric series and was the first to prove the nondenumerability of the real numbers. Georg Ferdinand Ludwig Philipp Cantor was born in St. ... Read More

A World Without Engineers (580 words, 3 pages)

A World Without EngineersOnce upon a time, in a galaxy far, far away, on the planet Zovirax,there was an evil king, King Syphilis, who was mighty pleased with himself, forhe had just banished all the engineers on the planet to work in the Pixie StickPowder mines on the moons of ... Read More

The Fundamentals of the Game Theory (390 words, 2 pages)

Game Theory (Strategic Thinking in Everyday Life)Have you ever been faced with having to live with a decision you made knowingthat had you taken the time to analyze the outcomes you may have made a moreintelligible choice? Most likely the answer to that question was "yes". Afterall that is more ... Read More

A Biography of the Early Life, Education and Achievements of Emilie du Chatelet (771 words, 4 pages)

Emilie du ChateletEmilie du Chatelet grew up in a society where there were not manyeducation opportunities for women. She was born in Paris on December 17, 1706and grew up in a household where marriage was the only way one could improvetheir place in society. During her early childhood, Emilie began ... Read More

Statistics and Probability Essay Examples