Give examples of applications of NonEuclidean geometry and f

Give examples of applications of Non-Euclidean geometry and fractal geometry.

Solution

Solution:

There are three different types of non-euclidean geometry. Those three are as follows:
1. Hyperbolic Geometry.

2. Spherical Geometry

3. Elliptical Geometry

Examples:

Fractal Geometry:

Many objects are difficult to categorize as one-, two-, or three-dimensional.

Examples are: coastline, bark on a tree, mountain, or path followed by lightning.

It’s possible to make realistic geometric models of natural shapes using fractal geometry

Fractal Geometry provides a geometric structure for chaotic processes in nature.The study of chaotic processes is called chaos theory.

Example: