# Decimal Representation of Irrational Numbers

Decimal Representation of Irrational Numbers Hey, kids! We all know what irrational numbers are.

But ever wondered how we can represent irrational numbers in the decimal form if there is no actual limit to the digits of these numbers?

Let's learn about it in the article given here!

## Lesson Plan

 1 What Are Irrational Numbers? 2 Important Notes on Irrational Numbers in Decimal Form 3 Challenging Questions on Irrational Numbers in Decimal Form 4 Solved Examples on Irrational Numbers in Decimal Form

## What Are Irrational Numbers?

Irrational numbers are real numbers that cannot be simplified into fractions.

Thus, the conversion of decimals to fractions for such numbers is also not possible. ## What Do You Mean by the Decimal Representation of Any Number?

Decimal representation is merely showing any given number in the form of decimal numbers.

All rational and irrational numbers will have the following type of decimal representation: Irrational numbers are the ones that will have non-terminating decimals with non-repeating digits.

## How to Represent Irrational Numbers in Decimal Form?

The decimal representation of irrational numbers means expressing the most accurate value of the irrational number in the form of decimal numbers.

Try entering the values of any rational or irrational number in the given irrational number to decimal calculator. Check the output in the form of a decimal number yourself!

Numbers and Number Systems
Numbers and Number Systems
grade 9 | Questions Set 2
Numbers and Number Systems
Numbers and Number Systems
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More Important Topics
Numbers
Algebra
Geometry
Measurement
Money
Data
Trigonometry
Calculus
More Important Topics
Numbers
Algebra
Geometry
Measurement
Money
Data
Trigonometry
Calculus
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