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50 total results

A History of Calculus and the Claims of Isaac Newton and Gottfried Wilhelm Leibniz as Its Creators (344 words, 2 pages)

Archimedes of Syracuse is the founder of areas, volumes, and surfaces with a technique we call protointegration. Pierre de Fermat had determined slops of tangents and areas under curves in a modern fashion. And two seventeenth-century scholars, Isaac Newton and Gottfried Wilhelm Leibniz, are found to be the creators of ... Read More

The Importance of the ‘e’ Constant in Maths (839 words, 8 pages)

Introductione is one of the most important constants in math. Just like pi, it is an irrational constant that does not have an end. It is named after Leonard Euler, who was amongst the first mathematicians to use it in their papers and popularize it. It is one of the ... Read More

An Attempt to Prove the Mathematical Constant ℯ to Be Transcendental (1464 words, 9 pages)

PROVING e TO BE TRANSCENDENTALREASONINGMy first encounter with e as a constant mightve been in elementary school, in algebra class. For years after, it flittered at the edge of my mathematical understanding, appearing briefly during certain week-long stretches--the logarithm unit, where it received its own special natural log, and later, ... Read More

The Different Methods Used to Calculate an Area under a Curve (2245 words, 11 pages)

The wonderful world of math is strange yet beautiful and simple yet complex. As a kid were taught what numbers are, the numeric value they have, and how to use them. Then all of a sudden letters start showing up alongside the numbers and were told this is called algebra, ... Read More

An Overview of Integral and Derivative Calculus (2277 words, 10 pages)

The wonderful world of math is strange yet beautiful and simple yet complex. As a kid were taught what numbers are, the numeric value they have, and how to use them. Then all of a sudden letters start showing up alongside the numbers and were told this is called algebra, ... Read More

A Paper on Calculus Ideas Focusing on the Topics of the Integral and the Derivative (1693 words, 7 pages)

It is often said that one gets lost in the story, or the world, or even own thoughts, but what kind of lost is being referred to? The lost where you get so mixed up in the story, so overwhelmed that you cant find which way is up, which way ... Read More

The Different Uses of Integrals in Mathematics (1889 words, 9 pages)

The wonderful world of math is strange yet beautiful and simple yet complex. As a kid were taught what numbers are, the numeric value they have, and how to use them. Then all of a sudden letters start showing up alongside the numbers and were told this is called algebra, ... Read More

The Algebra Project in the Book Radical Equations by Robert P. Moses (296 words, 1 pages)

Radical EquationsThe book Radical Equations was an interesting story about Robert P. Moses and his journey through the civil rights movement and how he started the Algebra Project. During the Civil Rights Movement, he played an important role in Liberty, Mississippi where he helped the first Blacks, in the history ... Read More

An Analysis of George Polya’s Four Point Methods of Solving Mathematical Problems (1224 words, 4 pages)

In 1945 George Polya wrote a book at Princeton University called How to Solve It. In his book, Polya was able to come up with a simple and easy way to find the answers to complicated math problems. Polyas plan for solving mathematical problems involved four key points. First, you ... Read More

The Life and Work of Pierre De Fermat (697 words, 4 pages)

Born to a rich French merchant in the early years of the 17th century (though the exact year is a subject of dispute), Pierre de Fermat would go on to help shape the field of mathematics for centuries to come. Though not much is known about his early life, historians ... Read More

A Research on the Identification and Measurement of Variables (1911 words, 7 pages)

Identification and Measurement of Variables From the research question the independent variable the parental involvement. The values of the independent variable are the frequencies of involvement in after-school sports program by parents of adolescent children from the poor urban neighborhoods. The operational definitions of the independent variable is that parental ... Read More

The Aspects of an Algebraic Equation You Have to Know in Order to Solve It (528 words, 2 pages)

An algebraic equation is a series of letters and numbers set up in a problem. Algebraic equations use variables to represent numbers. It is your job to solve for the variable. In order for anybody to solve an algebraic equation there a things you must know and do. The first ... Read More

A Discussion on the L’Hopital’s Rule and How It Revolutionized the Field of Calculus (933 words, 4 pages)

While it is likely that many calculus students are familiar with the idea of L'Hpitals Rule, which is concerned with the calculation of limits that initially result in indefinite forms such as zero over zero or infinite over infinite by taking the derivative of both the numerator and the denominator ... Read More

The Real Life Applications of Logarithms (906 words, 3 pages)

Real Life Applications of Logarithms Both math and science are often considered a rigid and fixed knowledgeunlike English, where interpreting a passage can lead to multiple meanings.This is completely untrue, as math and science are continually changing asmore information and knowledge is gained, and even current proposed ideasare subject to ... Read More

The Life of L’Hopital, His Interest in Mathematics, Bernoulli’s Rule Usef for Limits in Calsulus, and the Controversies Regarding Plagiarism (1072 words, 3 pages)

LHpital discovered LHpitals Rule, used for limits in Calculus. This rule is also commonly referred to as Bernoullis rule, alluding to the controversy that enveloped much of LHpitals work. LHpitals life and works contain a lot of achievements and mysteries. LHpital was born in 1661 in Paris to a noble ... Read More

The Life and Mathematical Contributions of L’Hopital (1072 words, 3 pages)

LHpital A Man with few LimitsLHpital discovered LHpitals Rule, used for limits in Calculus. This rule is also commonly referred to as Bernoullis rule, alluding to the controversy that enveloped much of LHpitals work. LHpitals life and works contain a lot of achievements and mysteries. LHpital was born in 1661 ... Read More

An Examination of Polynomials and Its Role in Mathematics (576 words, 2 pages)

Polynomials A polynomial can be described as an expression of more than two algebraic terms, when's the sum of several terms that contain different powers of the same variables. (google.com) Each term including a variable or variables raised to a power and multiplied by a coefficient. The simplest polynomials have ... Read More

Definition of the Term Calculus (704 words, 2 pages)

What Is Calculus?Calculus is a difficult term to define, since it encompasses such a wide variety of mathematics. In the simplest terms possible, calculus is the study of rates of change. A rate of change is the way something changes over a given interval of time, such as the slope ... Read More

Learning How to Study for a Calculus Text (389 words, 2 pages)

How to Study for a Calculus TextAP Calculus AB is a challenging course that can be extremely difficult if the appropriate steps to success are not taken. These steps include using notes, homework assignments, additional review problems, and on occasion, the textbook. I personally use all four of these in ... Read More

Understanding the Fundamental Concept of Integration in Calculus (550 words, 2 pages)

WHAT IS A DEFINITE INTEGRAL?Integration is a fundamental concept in calculus that forms part of the heart of calculus, along with differentiation. To understand integration, one must first learn what a Riemann sum is. A Riemann sum is a specific type of sum used to estimate the net area under ... Read More

A Look at the Fundamental Concept of the Derivative in the Heart of Calculus (407 words, 2 pages)

What is a Derivative?The derivative is a fundamental concept that forms the heart of calculus. Derivatives can be interpreted both graphically and as a rate of change. Graphically, the derivative is the slope of the curve at any given point, which is the slope of the tangent line. The slope ... Read More

A Biography of Archimedes, a Greek Mathematician (730 words, 1 pages)

Archimedes Archimedes is by far one of the most important Greek mathematicians and inventors of all time. He came up with a theory of buoyancy, made an accurate estimate for pi, and made great advancements in the field of geometry and warfare. He also invented the Archimedes screw, (which is ... 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 Biography of Johannes Kepler the Mathematician (880 words, 2 pages)

Johannes Kepler was born on December 27, 1571 in Weil der Stadt, Germany. Kepler's grandfather was supposedly from a noble background, and once Mayor of Weil. However, Kepler's father became a mercenary who narrowly avoided the gallows. Kepler's mother, Katherine, was raised by an aunt who was eventually burned as ... Read More

A Biography of Isaac Newton (352 words, 2 pages)

ISAAC NEWTONIsaac Newton was born janurary 4th, 1643 in Woolsthorpe, Lincolnshire,England. Isaac Newton came from a family of farmers but he never did know his real dadbecause he died three months before he was born. His father owned property and animalswhich made him a very wealthy man. His father was ... Read More

The Early Life of Leonard Euler and His Potential in Mathematics (4318 words, 17 pages)

Leonhard Euler's father was Paul Euler. Paul Euler had studied theology at the University of Basel and had attended JacobBernoulli's lectures there. In fact Paul Euler and Johann Bernoulli had both lived in Jacob Bernoulli's house while undergraduatesat Basel. Paul Euler became a Protestant minister and married Margaret Brucker, the ... Read More

A Mathematical Description of What Conic Sections Are (3536 words, 6 pages)

The term conic sections is used when discussing the derivation of a line that is a locus of points equal distance from either a line, a point, both a line and a point, two lines, etc. The term conic sections also can be used when discussing certain planes that are ... Read More

A Biography of Brook Taylor the Mathematician (613 words, 2 pages)

Brook TaylorMathematicianBiographical Sketch4201Shannon PringleBorn August 18, 1685 Edmonton, Middlesex, England.Died December 29, 1731 Somerset House, London, England.Brook Taylor was born into a fairly wealthy family on the fringes of nobility. His father, John Taylor, was the son of Nathaniel Taylor a member of Oliver Cromwells Assembly. His mother, Olivia Tempest, ... Read More

An Interview With Mr. Smallwood on the Importance and Use of Calculus (700 words, 2 pages)

Interview with Mr. SmallwoodMr. Millard Smallwood is a computer programmer, working for the United States Government. He works in the Defense Intelligence Agency, currently assigned to Armed Forces Medical Intelligence Center at Fort Detrick, in Frederick Maryland.When asked about the use of Calculus in his line of work, Mr. Smallwood ... Read More

The History and Different Names of Fibonacci (2140 words, 6 pages)

IHistory of FibonacciDifferent Names of FibonacciBooks by FibonacciThe Different Names of FibonacciIn 1175 AD, one of the greatest European mathematicians was born. His birth name was Leonardo Pisano. Pisano is Italian for the city of Pisa, which is where Leonardo was born. Leonardo wanted to carry his family name so ... Read More

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