The document provides information on various methods to draw ellipses, parabolas, hyperbolas, and their tangents and normals. It defines conic sections as curves that appear when a cone is cut by a plane and discusses several geometric construction techniques. These include the concentric circle, rectangle, oblong, arcs of circles, and rhombus methods for drawing ellipses, as well as the rectangle, tangent, and directrix-focus methods for parabolas. Hyperbolas can be drawn using rectangular coordinates or the P-V diagram representation. Lastly, the document outlines how to find the tangent and normal to a conic section from a given point using properties of ellipses, parabolas and hyper