Mathematics

# Difference between Trigonometry and Geometry

The Basic Difference between Trigonometry and Geometry is that Trigonometry is a fundamental branch of the major branches of mathematics while geometry is not a branch as it is an only related term to that of trigonometry and concerned with the position, size, shape, and space, etc. moreover, trigonometry is subjected as a subset of geometry. however, algebra, arithmetic, calculus, probability, numerical analysis are some other branches of mathematics.

the Geometry word is derived from a Greek word ” Geo” means “earth” and ” Metron” means “Measurement” a mathematician Euclid make his huge contribution in geometry hence he is the founder & father of geometry.

In this article, you are going to learn a complete explanation about Trigonometry Vs. Geometry.

This post Also includes:

• An Overview of both Trigonometry and geometry.
• What is Trigonometry?
• What is Geometry?
• Lots more

So if you want to get benefits from this post you’ll love this post.

Let’s Dive right in…!

## Overview

Mathematics is known as the queen of all other sciences and is divided into various branches, among the branches of mathematics, trigonometry only deals with different shapes, sizes, and positions of different objects.

hence, trigonometry is considered the subset of geometry that deals with the properties of triangle shape. both seem related and quite similar to pronounce but they are totally different from each other.  this article elaborates the difference between trigonometry and geometry in detail.

## What is Trigonometry?

trigonometry is a fundamental branch of mathematics having concerns with height, length, and different angles of a triangle, especially right-angled triangle.  it also studies the side length of the triangle. for the right-angled triangle, there are six common trigonometric ratios which are as follows: sine, cosine, tangent, cosecant, secant, cotangent.

all six basic ratios are derived from the sides of the triangle such as adjacent, opposite, and hypotenuse sides.  this concept of a triangle is quite helpful for the process of finding the area of a triangle as well as a quadrilateral.

in higher classes, we discuss trigonometric equations and identities. the famous application of trigonometry is the architecture and structure of buildings.

## What is Geometry?

Geometry is concerned with the measurements and also the relationship of different points, lines, and angles with each other on a plane surface.

there are three types of geometry i.e., plane or two-dimensional geometry and solid geometry or three-dimensional geometry and spherical geometry. two dimensional geometry normally deals with points, lines, curves and plane figures etc. for example circles and polygons while polyhedrons such as spheres, cubes, prisms and pyramids are discussed in solid geometry.

they all are three-dimensional objects. on the other hand, Spherical geometry studies the spherical objects like spherical triangles and spherical polygon. we often see lots of examples of geometry in other scientific subjects like physics, engineering, architecture etc.

1. Russell A. Palmer says: