### History And Importance Of Algebra Mathematics Essay

In this project I will talk about starting of history of the algebra which is one of most important branches of arithmetic and Founder of the algebra and meaning of algebra and its benefit of our daily life, how we can learn and teach best way. History of...

### Girl's can't do maths

Introduction In 1896 Charles Darwin wrote “The chief distinction in the intellectual powers of the two sexes is shewn by the man's attaining to a higher eminence, in whatever he takes up, than can women…….if men are capable of a decided pre-eminence over women in...

### Construction Of Real Numbers Mathematics Essay

All mathematicians know (or think they know) all about the real numbers. However usually we just accept the real numbers as 'being there' rather than considering precisely what they are. In this project I will attempts to answer that question. We shall begin with positive integers and then successively...

### Imaginary and complex numbers

When Are We Ever Going to Use This? – Imaginary and Complex Numbers The number √-9 may seem impossible, and it is when talking about real numbers. The reason is that when a number is squared, the product is never negative. However, in mathematics, and in...

### Compare to usual method the advantage of laplace transform in solving the differential equation and explane the laplace transform of the periodic function.

Abstract: This paper describes the Laplace transform used in solving the differential equation and the comparison with the other usual methods of solving the differential equation. The method of Laplace transform has the advantage of directly giving the solution of differential equation with given boundary values...

### Use of statistics

Introduction The notion of 'Scientific' is been considered as the ultimate degree in the field of education and research. Scientific means a statement or event which can be verified and could be applied across the places in any given time. Similarly, in case of research the findings are considered scientific when...

### Waar gebruikte men het getal Pi

Het getal Pi (π) wordt gebruikt om de omtrek van een cirkel te meten. Als je de omtrek van een cirkel deelt door de diameter krijg je het getal Pi. Het getal pi wordt dus gebruikt om de omtrek van een cirkel te berekenen. Het is alleen niet makkelijk om...

### Nature And Structure Of Mathematics

Chapter 2 Literature review In this chapter, literature related to mathematics confidence, reflection and problem- solving are reviewed. The chapter begins with an introduction to mathematics and the occurrence of educational changes and concerns in South Africa. It examines the metacognitive activity reflection and...

### Mathematics Olympiad Training

In this self-reflective paper, I will evaluate, comment, and reflect on the Mathematics Olympiad Training as a whole. I would like to evaluate the learning experience in this course and some particular skills or techniques which I was completely ignorant about before I took...

### String Definition And Concatenation Of Strings Mathematics Essay

For this mini group project, me and my partner have been given a project title to be discussed which is string definition, null string and length, concatenation of strings, substring, and also languages and natural languages. This topic is the subtopics from the main chapter 3 which is Sequences and...

### The break-apart method

Posted: 1/31/10 6:58 PM, by: Amy Wood (cayla05@email.phoenix.edu) What is an example of a calculation using one operation (addition, subtraction, multiplication, or division) that cannot be easily computed mentally? What are some strategies you can use to mentally solve this expression? Which mathematical properties does your strategy require? Respond to...

### Mathematics Essays - The Fencing Problem

The Fencing Problem. A farmer has exactly 1000 metres of fencing and wants to fence off a plot of level land. She is not concerned about the shape of the plot, but it must have a perimeter of 1000m. Which shape, with a perimeter of 1000m has the maximum possible area? Let...

### A forward-secure proxy-protected signature scheme

A Forward-Secure Proxy-Protected Signature Scheme Based on the Strong RSA Assumption Abstract. A proxy signature scheme is an important extension of the digital signature scheme, nowadays, is an active research topic, which attracts more researchers' attentions. It allows a user called an original signer to delegate his\her...

### History of mathematics in india

History Of Mathematics In India In all early civilizations, the first expression of mathematical understanding appears in the form of counting systems. Numbers in vey early societies were typically represented by groups of lines, though later different numbers came to be assigned specific numeral names and...

### Definitions of educational establishments

The following definitions of educational establishments have been used throughout this project: Private school - A secondary or elementary school run and supported by private individuals or a corporation rather than by a government or public agency. ndependent school - a school which is independent in terms of its finances and governance;...

### Laplace transformations and their application

INTRODUCTION Pierre-Simon Laplace (1749-1827) Laplace was a French mathematician, astronomer, and physicist who applied the Newtonian theory of gravitation to the solar system (an important problem of his day). He played a leading role in the development of the metric system. The Laplace Transform is widely used in engineering applications (mechanical and electronic),...

### Digital signature

I. Introduction The main role of digital signature primitive is to preserve the data integrity of electronic document and to accomplish the requirement of authentication and verification. Only one signer using his/her private key generates an ordinary digital signature scheme. However, in some practical application, a document...

### Graph theory and probability

Introduction In graph theory, graph coloring is a special case of graph labeling; it is an assignment of labels traditionally called "colors" to elements of a graph subject to certain constraints. Graph Coloring The assignment of labels or colors to the edges or vertices of a graph. The most common types of graph...

### Gas sensors on zinc oxide nanostructures

Introduction Gas sensors based on semiconducting metal oxides are being widely used for sensing gases and vapors. The initial momentum was provided by the findings of Seiyama et al. in metal oxide-gas reaction effects in 1962. It was shown that the electrical conductivity of ZnO can be changed by the...

### Did fermat prove his last theorem?

Did Fermat Prove His Last Theorem? After the death of French jurist and amateur mathematician Pierre de Fermat in 1665, a notation he wrote in Diophantus's Arithmetica was found by his son. It was located next to the section on Pythagoras' Theorem, (a2 + b2 =c2), and states It...

### Fibonacci And The Golden Ratio Mathematics Essay

Some aspects of mathematics can be dull and tedious from start to end, much of it however is intriguing and inspiring, when you truly see the beauty and the relevance. This is why I would like to bring to your attention the magic of the Fibonacci numbers. If you have...

### Gantt chart

Its use a simple logic calculations to identify the critical path, it does include: -Â Â Â A sequence of activities has a timing duration. -Â Â Â Â Â Adding the timing durations from the start till the end (forward pass), it helps to determine the early and late start.Â -Â Â Â Deduct the timing durations from the...

### New York State Math Assessment

In my third year as an eighth grade teacher of mathematics at a high-needs inner-city middle school, I have seen my students consistently struggle with math concepts that would serve as the foundation of the skills...

### Difference Between Squares Of Two Natural Numbers Mathematics Essay

One of the basic arithmetic operations is finding squares and difference between squares of two natural numbers. Though there are various methods to find the difference between squares of two natural numbers, still there are scopes to find simplified and easy approaches. As the sequence formed using the difference between...

### What is the mean price paid for shares by this investor?

1- In June an investor purchased 300 shares of Oracle at $20 a share. In August she purchased an additional 400 shares at $25 per share. In November she purchased another 400 shares at $23. What is the mean price paid for shares by this investor? ...

### The central limit theorem

The Central Limit Theorem The central limit theorem is the second fundamental theorem in probability after the ‘law of large numbers.' The‘law of large numbers'is atheoremthat describes the result of performing the same experiment a large number of times. According to the law, theaverageof the results obtained...

### Definite integral

DEFINITE INTEGRAL Integration is an important concept in mathematics which, together with differentiation, forms one of the main operations in calculus. Given a function ƒ of a real variable x and an interval [a, b] of the real line, the definite integral, is defined informally...

### Conic sections

A conic is a curved figure created by the intersection of a plane and a cone. Depending on the plane's angle of intersection it can create parabolas, ellipses, circles and hyperbolas. However, in the case where the plane intersects at the vertex, it will create a degenerate conic which in...

### An Exploration Of Partitions Of Integers Mathematics Essay

This paper explores partitions of integers, establishing four distinct theorems regarding the relationships between partitions of integers with different properties. Equivalence is shown between the number of partitions with distinct parts, with the number of partitions with only odd parts, and also between partitions with m parts and partitions with...

### Partitions of integers

Abstract This paper explores partitions of integers, establishing four distinct theorems regarding the relationships between partitions of integers with different properties. Equivalence is shown between the number of partitions with distinct parts, with the number of partitions with only odd parts, and also between...

### Maxima And Minima Of Functions Mathematics Essay

Maxima and Minima are important topics of math's Calculus. It is the approach for finding maximum or minimum value of any function or any event. It is practically very helpful as it helps in solving the complex problems of science and commerce. It can be with one variable of with...

### Linear Equation Boundary Conditions For Solving Differential Equation Mathematics Essay

One of the ways around this problem is to ensure that small values (especially zeros) do not appear on the diagonal and, if they do, to remove them by rearranging the matrix and vectors. In the example given in we could simply interchange rows one and two to produce , or columns...

### Engineering

Engineering: Engineering is the word that does not have proper definition. Every person thinks with different point of view so create different definition but most commonly used definition of engineering is, this is the practical application of science to commerce or industry. As we know...

### Rationality In A Game Of Tennis Mathematics Essay

Game theory is a branch of applied mathematics, and it is widely adopted in social sciences nowadays. The theory is concerned with how rational individuals make decisions when they are mutually interdependent (Romp, 1997). Combined with other mathematic concepts including matrix, probability and calculus, game theory can model and tackle...

### Factorize the expression

Task 1 In order to determine if an expression is divisible by a certain value, we factorize the expression and see if we can take the corresponding value let's call it as a common factor. Afterwards, we see if it is divisible depending on ...