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On Explanation of Polygons in Galilean Geometry to High School Students

机译:关于加利利几何中多边形对高中生的解释

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In this paper, we have tried to indicate the own properties of polygons in Galilean geometry using the Affine concepts as well. The relationships between an angle and a side as well as the relationships between altitudes and medians concepts, and comparison of some special polygons have been examined carefully. In addition, the area concept has been mentioned. Finally, the paper was completed with a new idea, Theorem 6.
机译:在本文中,我们还尝试使用Affine概念指出伽利略几何中多边形的自身属性。仔细检查了角度和侧面之间的关系以及高度和中位数概念之间的关系,以及一些特殊多边形的比较。此外,还提到了区域概念。最后,本文以一个新的定理6定理完成。

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