Revisiting Irrational Numbers

Discussion OF Exercise-1.2 (Question 3,4,5,6,7) || Revisiting irrational number || ProOF OF root2, root3,root5 is irrational || Example -9,10,11 || Discussion OF Exercise-1.3(Question 1to 3)

Representing Irrational Numbers on the Number Line

Plotting Rational Numbers On Number Line|Plotting Irrational Numbers On Number Line|Operations On Rational & Irrational Numbers |Algebraic Identities|Rationalize

Introduction and Definition of Irrational numbers.

Discussion OF Work sheet-2|| Irrational Number|| Properties OF Irrational Number ||Example OF irrational number

Give an example of each,of two irrational numbers whose: difference is a rational number.difference is an irrational number. sum is a rational number.sum is an irrational number.product is a rational number.product is an irrrational number.quotient is a rational number.quotient is an irrational number.

Give examples of two irrational numbers, whose quotient is an irrational number

Negation of an irrational number is an irrational number.

Multiplication of a non-zero rational number with an irrational number is an irrational number.

The product of two irrational numbers is an irrational number (True/false).