Operations on Rational Numbers

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

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

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

Insertion of rational numbers between two given rational numbers

Representation of rational numbers on the number line

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

Every fraction is a rational number but a rational number need not be a fraction.

Assertion : Rational number lying between two rational numbers a and b is a+b//2 . Reason : There is one rational number lying between any two rational numbers .

Practice Problem|Rational Numbers Between Any Two Rational Numbers

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