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

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