Real life applications of Analytical Geometry

 Real life applications of Analytical Geometry:

Definition:

    The study of geometry using coordinate points is known as coordinate geometry (or analytic geometry). It is a portion of geometry in which the position of a point is determined by coordinates. A series of values called coordinates is used to show the exact location of a point in the coordinate plane.

    It’s always better to understand how information benefits us in the real world. Let’s look at how the co-ordinate geometry can be applied in practice.

Coordinate geometry applications:

A few examples of coordinate geometry applications are shown below.

• It’s used to figure out how far two points are apart.
• It is used to calculate the dividing line ratio in the m:n ratio.
• It is used to find the line’s midpoint.
• It’s used to figure out how big a triangle in the Cartesian plane is.
• It’s used in physics, GPS, maps, and a variety of other fields under various names. The underlying principle is the same in every situation: you choose an origin, assign a measure of unit distance, and define two or three directions, and bingo, you can now locate any point! After a couple more points are fixed, do a few extra amazing things.
• Even a computer monitor employs some basic coordinate geometry concepts. Complex curves, conics, and shapes can be mathematically specified using algebraic equations, which would be impossible to analyses using pure geometry.