Properties of Rational Numbers|Part-02

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

Properties Of Rational Numbers: Closure Property|Commutative Property|OMR

Properties II For any rational number (a)/(b) we have (a)/(b)-:1=(a)/(b) and (a)/(b)-:(-1)=-(a)/(b)=(-a)/(b)

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

Numericals Part 02

Property 3 if xyz be rational numbers such that x>y and y>z then x>z .

Property 5 Negative numbers have no square roots in the system of rational numbers.

Which of the following is an example of distributive property of multiplication over addition for rational numbers.

Name the property of multiplication of rational number illustrated by the statement: (-17)/(5)x9=9x(-17)/(5)

Name the property of multiplication of rational number illustrated by the statement: (-11)/(16)x(16)/(-11)=1