Mathematics

"If you care at all, you'll get some results. If you care enough, you'll get incredible results."By John RohnThis quote is perfectly apt behind the cause of writing this book. Getting rid of one's...

There are a number of misconceptions sorrounding the Effective TEACHING and LEARNING of Mathematics. In this book, David kunda Mvula, a seasoned teacher and life student of MATHEMATICS provides key...

Dot to Dot Activities for Learning makes learning fun for kids ages 3-5. Jam-packed with tons of educational puzzles, this book teaches children about letters and numbers as they connect the dots...

I remember learning all kinds of tricks when I was young, but not how they worked - possibly because the people who showed them to me didn't know either. Teaching children new skills and tricks...

A simple and systematic procedure for obtaining the determinant of any n x n matrix without the use of cofactors is developed in this publication. The procedure involves reduction of the square...

A simple and systematic procedure for solving any k x k system of linear equations is developed in this paper. The determinant of the equation matrix is first found using Jibunoh's method. Then the...

This book is written for those whom are aiming at A/A* grades for Core maths . This provides more than 600 high quality questions with challenging nature. it covers basic algebra, surds, powers,...

Use Fractions to Multiply!: Vedic Mental Math Vedic Math is really Mental Math, or Mental Arithmetic...Based on Vedic Mathematics this system can help you become a expert speed math calculator...

VEDIC MATH TIPS!: EASY VEDIC MATH Would you like to improve your SAT scores, or ACT scores? Vedic Math and Vedic Mathematics can help you do it!This book can help the math scores dramatically. This...

VEDIC MATH: VEDIC MULTIPLICATION MATHEMATICS Vedic Maths can make you a Mental Mathematics genius...Simple concepts based on mental mathematics and vedic mathematics can help you become a mental math...

In the Book 2, it includes: 1) On the Beal Conjecture; 2) On the Fermat Conjecture; 3) On the Hodge Conjecture; 4) On the Quintic Equation; 5) On the Perfect Cuboids; and 6) On ax 2+by 2=z 2.Author:...

100% of profits from the sale of this book go to charities helping kids learn, love, and use math. A completely new and unique method of multiplication where you can: 1.) Multiply positive numbers,...

Improve your child's success in class with lots of addition and subtraction practice.Comfortable spacing in numbers for calculating where needed.This is the perfect workbook for students learning to...

At present there does not exist a long hand method for finding the higher roots (say 3rd, 4th, 5th etc.) of a positive real number. The formula suggested here, enables us to fid any root of a...

Introduction: It is the purpose of mathematics to produce within a student the desire to learn and to understand. The objective of this book is to allow the student to understand how number produces...

An alternative proof is provided for the statement "x n + y n = z n has no integer solutions for any integer n > 2". This proof uses the principle of ratios between integer pairs rather than the use...

We describe and study the interplay between intuition and the precise description of graph algorithms. We learn how to use ordered rooted trees to develop and describe complex recursive algorithms...

This book is a series of books by author, who is an IITian and has deep interest in mathematics and he has expertise and experience of over 15 years in mathematics teaching and writing.Author: Ramesh...

During the years 1901-1904 Dr. Alexander Macfarlane delivered, at Lehigh University, lectures on twenty-five British mathematicians of the nineteenth century. The manuscripts of twenty of these...

We present here the first of ten units of study used by the author to train beginning graduate students and advanced undergraduates for further study in the general topic of combinatorial algorithms...

The beautiful mathematical counting theory due originally to George P?lya is developed and extended in this unit of study. We discuss many extensions of the classical results of P?lya and address...

These units of study present the basics of sorting and listing from the point of view of combinatorial algorithms. We focus on mathematical concepts as well as on the vizualization of algorithms...

Looking for a book full of addition and subtraction problems for your young ones? Look no further. With more than 100 pages, this workbook allows students to practice basic addition and subtraction...

We have free science worksheets for kindergarteners. Let's learn about the world around us !In this book, the kids can learn and practice math addition, subsruction and counting numbers, by this...

Looking for a book full of addition, subtraction, and multiplication problems for your young ones? Look no further. With 100 pages, this workbook allows students to practice addition, subtraction,...

This book is perfect for kids of all ages who want to learn numbers and improve their writing skills. These essential number drills will help with number recognition and learning basic math concepts...

Looking for a book full of addition and subtraction problems for your young ones? Look no further. With more than 100 pages, this workbook allows students to practice basic addition and subtraction...

Aryabhata (sometimes spelled as Aryabhatta) was one of the greatest mathematician and astronomer of the classical world. He not only had enormous influence in India but across the world. He was only...

Quel algorithme est-il le plus optimal pour un ascenseur desservant plusieurs ?tages ? Cette simple question admet de multiples r?ponses plus ou moins optimales. Mais comment trouver un algorithme...

Deux probl?me aux apparences simples: 1. Connaissant le volume, on recherche les dimensions d'une boite ouverte sans couvercle avec le moins de mat?riaux possible;2. Connaissant la quantit? de...