Question

The simplest form of elliptical geometry is spherical geometry, just as the simplest kind of an ellipse is a circle. In spherical geometry, you are concerned with the properties of figures formed on the surface of a sphere. How do you think this kind of geometry can be applied to practical situations in a three-dimensional space? Specifically, discuss topics, such as cartography in which points and distances must transverse over the surface of a sphere.

Answer 1