# Squaring the Circle Revisited

## TL;DR

This paper presents new geometric constructions for squaring the circle, achieving accuracy to three and nine decimal places, improving upon previous methods by Ramanujan and Dixon.

## Contribution

The authors introduce two novel constructions for squaring the circle, one accurate to three decimal places and another to nine decimal places, enhancing geometric approximation techniques.

## Key findings

- Construction correct to three decimal places
- Construction correct to nine decimal places
- Improved approximation accuracy over previous methods

## Abstract

Squaring the circle is impossible, but it can be squared approximately. Ramanujan gave a construction correct to eight decimal places. In his book Mathographics, Dixon gave constructions correct to three decimal places. In this article, we provide a new construction correct to three decimal places and another correct to nine decimal places.