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Trigonometry
Trigonometry is the study of angles and its application. This study is applied in science, engineering, mathematics, architecture, engineering and technology. Trigonometry in a broader sense is the application of trigonometry to find or solve complex problems, it can be applied to calculate the angles between two objects to find their location, location of line, map, or line connecting two points, can also be applied to find the slope of a surface. Trigonometry is a discipline of mathematics that studies angles. Application of Trigonometry is applied to solve problems in science, engineering, commerce, math, mathematics, engineering, math, algebra, geometry, and trigonometry, to name a few. Trigonometry is also called the art of integration and this is used to calculate how much two sets of parts or units, multiplied by the given ratio gives. The application of Trigonometry was studied by Archimedes, who was the first person to discover, use, and find applications of the art of integration. There are different types of applications of Trigonometry, for example, FreeTrigonometry is used to calculate distances between points. Carte Tragoneur is using to calculate proportions of two surfaces. There are many examples of application of Trigonometry but they are not the same in every application. For example in Carte Tragoneur there are some formulas that are not found in other types of Trigonometry. FreeTrigonometry application is used to find the points on the surface where one can find equal areas. Angle is a function of time and this is applied to compute the distance between two points, one of which is known and the other unknown. In addition to this, angle and distance can be calculated by use of Riemann Hypothesis where the area of a triangle is calculated using the angle of the triangle and the number of sides.