Trigonometry essay

Short essay description
Trigonometry, the branch of mathematics that describes the relationship between the angles and lengths of triangles, helped early explorers plot the stars and navigate the seas. Nowadays, trigonometry is found in everything from architecture to zigzag scissors. While it may seem as if trigonometry is never used outside of the classroom, you may be surprised to learn just how often trigonometry and its applications are encountered in the real world. Much of architecture and engineering relies on triangular supports. When an engineer determines the length of cables, the height of support towers, and the angle between the two when gauging weight loads and bridge strength, trigonometry helps him to calculate the correct angles. It also allows builders to correctly lay out a curved wall, figure the proper slope of a roof or the correct height and rise of a stairway.

Trigonometric Functions

Trigonometry History - Words | Cram

Please join StudyMode to read the full document. Teaching trigonometry using Empirical Modelling Abstract The trigonometric functions sin x , cos x and tan x are relationships that exist between the angles and length of sides in a right-angled triangle. In Empirical Modelling terms, the angles in a triangle and the length of the sides are observables, and the functions that connect them are the definitions. These well-defined geometric relationships can be useful when teaching GCSE-level students about the functions, as they provide a way to visualise what can be thought of as fairly abstract functions. This paper looks at how different learning styles apply to Empirical Modelling, and presents a practical example of their use in a model to teach trigonometry.


They relate the angles of a triangle to the lengths of its sides. Trigonometric functions are important in the study of triangles and modeling periodic phenomena, among many other application. Amplitude is half the distance between the minimum and maximum values of the range of a periodic function with a bounded range. The primary operations are sine sin , cosine cos and tangent tan which serve also as the reciprocal of cosecant csc , secant sec , and cotangent cot in that order. In some cases, lateral force shapes result to good approximation of demand displacements.
Numeracy Skills:. Subscribe to our FREE newsletter and start improving your life in just 5 minutes a day. Trigonometry is a system that helps us to work out missing or unknown side lengths or angles in a triangle. There is more about triangles on our page on Polygons should you need to brush up on the basics before you read further here. A right-angled triangle has a single right angle.

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