Stewart’s Theorem and Median Property in the Galilean Plane

Abstract

Galilean geometry can be introduced in the affine plane, as in Euclidean geometry. The difference between Euclidean geometry and Galilean geometry is that the distance function. Thus, we can compare the many theorems and properties which is included the concept of distance in these geometries. Therefore, in this study, we give the Galilean analogues of Stewart’s theorem and median property.