The "super" form of these shapes are modeled by the absolute value of x over a to the n plus the absolute value of y over b to the n equals one, and are Lame curves. These shapes can be drawn by the t
The "super" form of these shapes are modeled by the absolute value of x over a to the n plus the absolute value of y over b to the n equals one, and are Lame curves. These shapes can be drawn by the trammel of Archimedes, and their parametric equations take the form x equals a cos of t and y equals b sin of t. They may be defined as the set of all points equidistant from two foci. Kepler's first law states that a planet's orbit takes this shape. As their eccentricities decrease from one to zero, they approximate circles. For 10 points, name these conic sections often referred to as ovals.
The "super" form of these shapes are modeled by the absolute value of x over a to the n plus the absolute value of y over b to the n equals one, and are Lame curves.
ellipses [prompt on "ovals" before it is read]