Equality Of Rational Numbers

Rational Numbers|Equivalent Rational Numbers|Practice Problem 1|Positive And Negative Rational Numbers|Practice Problem 2|Standard Form Of Rational Numbers|Practice Problem 3|Comparison Of Rational Numbers|OMR

Representation Of Rational Numbers On Number Line|Practice Problem|Negative Rational Numbers On Number Line|Practice Problem

method I in order to test equality of the rational numbers we express both the rational numbers in the standard form.if they have the same standard form they are equal otherwise they are not equal

Method III in the method to test the equality of two rational numbers (a)/(b) and (c)/(d) we use the following result: :(a)/(b)=(c)/(d)hArr a xx d=b xx c

Classification Of Rational Numbers|Rational Numbers (Q)|Question|Key - Points|Properties Of Rational Numbers|Find The Rational Numbers Between Two Rational Numbers|Summary

If alpha and beta are equal rational numbers, roots of ax^(2)+bx+c=0 (where a,b,c be rational numbers ) then Delta=

- Example 6.13(sqrt(3)+1)^(4)+(sqrt(3)1)^(4) is equal to(a) a rational number (b) a negative integer(C) an irrational number (d) None of these

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

Add each pair of rational numbers and show that their addition is also a rational number