
ARITHMETIC TO ALGEBRA
In ARITHMETIC, we do operations +, – , ×, ÷, etc. on Real Numbers
ALGEBRA consists of Real Numbers and Variables.
The difference between Arithmetic and Algebra is that the elements in Algebra are Real Numbers and Variables
In ALGEBRA we do the operations +, – , ×, ÷, etc. on Real Numbers and Variables
CONTENTS
CHAPTER 1
ALGEBRA AND WORD PROBLEMS
Transition from Arithmetic to Algebra
Introduction To Algebra
Important Terminology And Symbols
Properties Of An Equation
ALGEBRA AND WORD PROBLEMS
Problems Based On Simple Equations
MEASUREMENTS – Formulas
Absolute Value of a Real Number
CHAPTER 2
EXPONENTS AND RADICALS
Exponents
Notation For Exponents In Algebra
Multiplication With Exponents
Division With Exponents
RULES OF OPERATIONS ON EXPONENTS
Radicals
Square Root of a number
Operations on Square Roots
Addition and Subtraction of Square Roots
Similar Radicals
Multiplication and Division of square roots
Higher Roots of Real Numbers
Rational Exponents