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Trigonometry – Basic Concept and Function

The word trigonometry originates from the Greek words trigonon, which means triangle, and metrein, which means to measure. It began as a branch of geometry and was utilized extensively by early Greek mathematicians to determine unknown distances. The general principles of trigonometry were formulated by Greek astronomer, Hipparchus of Nicaea (c. 166–125 BC), who is generally credited as the founder of trigonometry.

Trigonometry is a branch of mathematics which deals with angles, triangles and trigonometric functions such as sine, cosine and tangent.

Trigonometry also   deals with the ratios between the sides of a right triangle with reference to either acute angle (trigonometric functions), the relations between these ratios, and the application of these facts in finding the unknown sides or angles of any triangle, as in surveying, navigation, engineering, etc.

Trigonometric functions are important in the study of triangles and modeling periodic phenomena, among many other applications.
 
 
 
 

Types of Geometry

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Bullet Differential Geometry
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Bullet Co-ordinate Geometry
Bullet Trigonometry
Bullet Tips for Learning Geometry

2 D Geometry Formulas

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Bullet Rectangle
Bullet Triangle
Bullet Equilateral Triangle
Bullet Parallelogram
Bullet Trapezoid
Bullet Circle
Bullet Sector of Circle
Bullet Ellipse
Bullet Annulus
Bullet Regular Polygon

3 D Geometry Formulas

Bullet Cube
Bullet Rectangular Solid
Bullet Sphere
Bullet Right Circular Cylinder
Bullet Torus
Bullet General Cone of Pyramid
Bullet Right Circular Cone
Bullet Frustum of a Cone
Bullet Square Pyramid
Bullet Regular Tetrahedron

Postulates and Theorems

Bullet Point-Line-Plane Postulate
Bullet Euclid's Postulates
Bullet Polygon Inequality Postualtes
Bullet Euclid's Theorem
Bullet Line Intersection Theorem
Bullet Betweenness Theorem
Bullet Pythagorean Theorem
Bullet Right Angle Congruence Theorem

Tools

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