Barrow's Inequality and Signed Angle Bisectors

TL;DR

This paper extends Barrow's inequality in the plane of a triangle by introducing signed angle bisectors, providing a broader mathematical framework for related geometric inequalities.

Contribution

It introduces a novel extension of Barrow's inequality using signed angle bisectors, expanding the scope of geometric inequality analysis.

Findings

Extended Barrow's inequality with signed angle bisectors

Broader applicability in triangle geometry

Potential for new geometric inequality proofs

Abstract

In this paper we give one extension of Barrow's type inequality in the plane of the triangle ABC introduce signed angle bisectors.