# Some inequalities for tetrahedra

## TL;DR

This paper establishes new inequalities relating the intrinsic and extrinsic geometric measures such as radii and diameters of tetrahedra, enhancing understanding of their geometric properties.

## Contribution

It introduces novel inequalities connecting intrinsic and extrinsic radii and diameters specifically for tetrahedra, expanding geometric inequality theory.

## Key findings

- Derived inequalities linking radii and diameters of tetrahedra
- Provided bounds for intrinsic and extrinsic geometric measures
- Enhanced understanding of tetrahedral geometry

## Abstract

We prove inequalities involving intrinsic and extrinsic radii and diameters of tetrahedra.