## Representation of irrational numbers by Pythagoras Theorem

This post talks about the representation of irrational numbers on a Number line. For this, we use the “Pythagoras theorem.”

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# Category: Numbers

## What are Numbers in Maths?? :

## Why Numbers in mathematics exist?? :

## Representation of irrational numbers by Pythagoras Theorem

## What is a number line

## Mathematical definition of Numbers & Types of Numbers

Learn maths with ease…

Numbers are the backbone of Mathematics. Without them, Mathematics has no existence. They give definiteness to everything, for instance, if we have to measure distance or weight won’t be possible without them. Now,We ‘ll discuss- What are numbers?, Why the numbers in mathematics exist? Initially, we understand what are numbers?–

These (N) are nothing but certain types of symbols that we use for counting. Also, these provide us freedom to operate them. Such as we can Add, Subtract, Multiply, Divide,… etc. There are lots of Operations we can apply on them. Also, they give definite answers to them.

The most essential & basic reason behind their existence is for counting. There must be some authenticated and fixed series of symbols which not only can support counting but also their values should be constant everywhere. These are basic requirements for them.

This category is of the high importance. In this category, we are going to discuss lot of types.. such as- Real, Complex, Rational, Irrational, Natural, Even,Odd,… etc.

This post talks about the representation of irrational numbers on a Number line. For this, we use the “Pythagoras theorem.”

Continue readingThis post discuss about the mathematical track of numbers, which is nothing but -‘The Number line’. We’r going to discuss

Continue readingNumbers are the backbone of Mathematics. This is the widest area in the mathematics field. In order to explain mathematical

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