Properties of Multiplication of Rational numbers|Division of rational numbers

The multiplication of a rational number x and an irrational number y is

Multiplication Of Rational Numbers|Practice Problem|Division Of Rational Numbers|Practice Problem|OMR

CLOSURE PROPERTY The product or multiplication of any two rational numbers is always a rational number.

Insertion of rational numbers between two given rational numbers

Distributivity of multiplication over addition the multiplication of rational numbers is distributive over their addiction.

Reciprocal of every rational number is a rational number.

Algebra Of Complex Number|Addition Of Two Complex Number|Properties Of Addition Of Two Complex Number|Difference Of Two Complex Number|Multiplication Of Two Complex Numbers|Properties Of Multiplication Of Two Complex Number|Division Of Two Complex Number|Division Of Two Complex Number|Exercise Example Questions|OMR

Rational number ing between two given rational numbers

How many rational numbers exist between any two rational numbers ?