Trigonometric functions and some trigonometrical identities

Trigonometry is a part of mathematics which deals with specific functions of angles and their application, and it is studies of the dependence between the sides and angles of a triangle. The word trigonometry is associated the operations between the sides and angles of the triangles. Initially, it a...

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Main Authors: Laxmi Rathour, Dragan Obradovic, Shiv Tiwari, Lakshmi Mishra, Vishnu Mishra
Format: Article
Language:English
Published: REA Press 2023-03-01
Series:Computational Algorithms and Numerical Dimensions
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Online Access:https://www.journal-cand.com/article_165815_9bc3078da19f606aa230413529f28572.pdf
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author Laxmi Rathour
Dragan Obradovic
Shiv Tiwari
Lakshmi Mishra
Vishnu Mishra
author_facet Laxmi Rathour
Dragan Obradovic
Shiv Tiwari
Lakshmi Mishra
Vishnu Mishra
author_sort Laxmi Rathour
collection DOAJ
description Trigonometry is a part of mathematics which deals with specific functions of angles and their application, and it is studies of the dependence between the sides and angles of a triangle. The word trigonometry is associated the operations between the sides and angles of the triangles. Initially, it aimed to calculate the values of all elements of a triangle (height, centroid length, bisector, radius, area and angles) using data sufficient to determine the triangle. In the paper, trigonometric functions are defined, and some statements about trigonometric identities are stated and proved.
format Article
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institution Kabale University
issn 2980-7646
2980-9320
language English
publishDate 2023-03-01
publisher REA Press
record_format Article
series Computational Algorithms and Numerical Dimensions
spelling doaj-art-88ab1926043d48b29cbf68bbb926e6a92025-01-30T11:21:28ZengREA PressComputational Algorithms and Numerical Dimensions2980-76462980-93202023-03-01211610.22105/cand.2023.382247.1039165815Trigonometric functions and some trigonometrical identitiesLaxmi Rathour0Dragan Obradovic1Shiv Tiwari2Lakshmi Mishra3Vishnu Mishra4Ward Number – 16, Bhagatbandh, Anuppur 484 224, Madhya Pradesh, India.Elementary School "Jovan Cvijic", Kostolac-Pozarevac, Teacher of Мathematics, Serbia.Department of Mathematics, L. E. College, Morbi-363 642, Gujarat, India.Department of Mathematics, School of Advanced Sciences, Vellore Institute of Technology, Vellore 632 014, Tamil Nadu, India.Department of Mathematics, Indira Gandhi National Tribal University, Lalpur, Amarkantak 484 887, Madhya Pradesh, India.Trigonometry is a part of mathematics which deals with specific functions of angles and their application, and it is studies of the dependence between the sides and angles of a triangle. The word trigonometry is associated the operations between the sides and angles of the triangles. Initially, it aimed to calculate the values of all elements of a triangle (height, centroid length, bisector, radius, area and angles) using data sufficient to determine the triangle. In the paper, trigonometric functions are defined, and some statements about trigonometric identities are stated and proved.https://www.journal-cand.com/article_165815_9bc3078da19f606aa230413529f28572.pdfmathematicstrigonometric functionstrigonometric identities
spellingShingle Laxmi Rathour
Dragan Obradovic
Shiv Tiwari
Lakshmi Mishra
Vishnu Mishra
Trigonometric functions and some trigonometrical identities
Computational Algorithms and Numerical Dimensions
mathematics
trigonometric functions
trigonometric identities
title Trigonometric functions and some trigonometrical identities
title_full Trigonometric functions and some trigonometrical identities
title_fullStr Trigonometric functions and some trigonometrical identities
title_full_unstemmed Trigonometric functions and some trigonometrical identities
title_short Trigonometric functions and some trigonometrical identities
title_sort trigonometric functions and some trigonometrical identities
topic mathematics
trigonometric functions
trigonometric identities
url https://www.journal-cand.com/article_165815_9bc3078da19f606aa230413529f28572.pdf
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AT lakshmimishra trigonometricfunctionsandsometrigonometricalidentities
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