Not Some Matters of Mutually Crossing Second Order Surfaces

Shmidt Muradov, Elnur Mirzaev, Vazira Yadgarova


In this paper, we consider the intersection line of two second-order surfaces having tangencies at two points that decompose into two second-order curves. Based on this property, it is possible to determine the position of the circle in front of a given shape on second-order surfaces of a general form.


Second Order Surfaces, Matters Of Mutually

Full Text:



Bubenikov AV and Gromov M.Ya Nachertatelnaya geometryMoscva, "High School" 1973.

Kuznetsov NS Nachertatelnaya geometry Moscow, "High School" 1973.

Murodov.Sh.K и другие Drawing Geometry Tashkent "Economics and Finance" 2008


  • There are currently no refbacks.

Copyright (c) 2019 Shmidt Muradov, Elnur Mirzaev, Vazira Yadgarova

Creative Commons License
This work is licensed under a Creative Commons Attribution 4.0 International License.