Rotation of Conics and Quadric Surfaces only using Focal Points and Distance without Using Trigonometry

Ganesh R. Kandu

Abstract: This paper addresses the mathematical equations of Conics and Quadric Surfaces that we can obtain by using two points and distances, using these three are sufficient to specify a rotated Conics and Quadric Surfaces of any shape and orientation without using Trigonometry, This paper has four different equations, which make different geometric shapes in both of Three-Dimensional Coordinate System and Two -Dimensional Coordinate System

Keywords: conics, circle, sphere, ellipse, ellipsoid, hyperbola, hyperboloid, line, Quadric Surfaces