![]() ![]() Perpendicular or Opposite : The side perpendicular to base not containing 60 degrees is called perpendicular or opposite side of a right-Angled Triangle. Hypotenuse: The longest side of all the three sides of a Right-Angled Triangle which is also opposite to the Right Angle is called Hypotenuse.īase or Adjacent: The side containing 60 degrees as well as 90 degrees is called Base. To find the value of tan 60 degrees, let us take one of the Angles 60 degrees. There are a huge number of fields in which these Trigonometry Identities and Trigonometric Equations are used.Ī Right-Angled Triangle is a closed figure having three sides, three Angles and three edges such that one of the three Angles of a Triangle is of 90 degree. Trigonometric Identities are very useful and help to solve the problems better by studying the formulae below. In the field of Astronomy, Engineering, Architectural Design, and Physics, Trigonometry applications are found. ![]() Trigonometry is the study between the relationships dealing with Angles, Heights and Lengths of Triangles and also the relationships between the different Circle parts and other Geometric figures. So in short, we can say that measuring a Triangle (specifically right-Angled Triangle) is Trigonometry. The word Trigonometry is composed of two Greek words Trigōnon (meaning Triangle) and Metron (meaning measure). Trigonometry is a branch of Mathematics that deals with Triangles. ![]()
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