# Two different analyses on derivation of PYTHAGORAS Theorem (569-479 BC): Discrete continuum states

## TL;DR

This paper presents two novel derivations of the Pythagoras Theorem and applies them to analyze both discrete and continuum states in mathematical physics.

## Contribution

It introduces two distinct derivations of the Pythagoras Theorem and explores their application to different states, bridging classical geometry and physical state analysis.

## Key findings

- Successful derivation of Pythagoras Theorem using two methods
- Application of derivations to discrete and continuum states
- Insights into geometric principles in physical systems

## Abstract

We propose two different derivations of Pythagoras Theorem and apply the same to study discrete and continuum states.