Kategorier: Alle - tangent - identities - functions - trigonometry

af Caterina Calabretta 7 år siden

282

Trigonometric Functions and Identities

Trigonometric functions and identities are fundamental concepts in mathematics, often used to relate the angles of a triangle to its side lengths. These functions include sine, cosine, tangent, cotangent, secant, and cosecant, each with specific relationships and properties.

Trigonometric Functions and Identities

Trigonometric Functions and Identities

1 + Cosecant^2= Cotangent

Identities

1 + Sec^2= Tan
Sin/Cos=Tangent
1/Cotangent=Tangent
1/Secant=Cosine
1/Cosecant=Sin
1/Tan=Cotanget
1/Cos=Secant
1/Sin=Cosecant

Functions

Cotangent= Adjacent/Opposite, graphed on the scale of pi, and it's inverse function is tangent.
Secant= Hypotenuse/Adjacent, groshed on the scale of 2pi, and it's inverse function is cosine.
Cosecant= Hypotenuse/Opposite, graphed on the scale of pi, and it's inverse is sin.
Tan= Opposite/Adjacent, graphed on the scale of pi, and it's inverse is Cotangent.
Sin= Opposite/Hypotenuse, graphed on the scale of 2pi, and it's inverse function is cosecant.
Cos= Adjacent/Hypotenuse, graphed on the scale of 2pi, and it's inverse is Secant.