Nada’s Curve Towards a new curvature produced by the tangent of a circle and an ellipse: The Nada’s curve

A new curve is produced and graphically studied. The name of my daughter, Nada, has been given to this curve; in other words, Nada used describe whenever it paper. “Nada’s curve” a form closed that constructed when the circle’s diameter ellipse’s minor axis share same length, they are tangent by point from drawn line passing through circumstances circle ellipse. Then, these two intersection points, vertical horizontal lines selected determine Nada’s curve. By sharing vertically lined points on both axis, parametric equation can be simplified calculated easily, starting with an circle: x2 +(y-1)2 =1. Cases were investigated study. surface generated revolution around its called “Nadaoid.”