This document contains definitions of trigonometric, inverse trigonometric, exponential and composite functions. Each function definition includes the domain and range. There are 10 single-variable trigonometric functions defined first, followed by complex functions involving combinations of trigonometric, exponential and power functions, with domains and ranges provided for each. The document ends with definitions of composite trigonometric functions involving products of sines and cosines with varying coefficients.

1. UNIDAD EDUCATIVA TECNICO SALESIANO
NOMBRE:ISRAEL ORELLANA
CURSO: 2C2
1) Y= sin (x)DOM= {-2π,2π} RANGO= {-2,2}
2) Y= cos (x)DOM= {-2π,2π} RANGO= {-2,2}
3) Y= sin (-x)DOM= {-2π,2π} RANGO= {-2,2}

2. 4) Y= -sin(x)DOM= {-2π,2π} RANGO= {-2,2}
5) Y= cos (-x)DOM= {-2π,2π} RANGO= {-2,2}
6) Y= sinx ( x + π/2)DOM= {-2π,2π} RANGO= {-2,2}

3. 7) Y= cos x ( x- π/2)DOM= {-2π,2π} RANGO= {-2,2}
8) Y= tan ( x )DOM= {-2π,2π} RANGO= {-2,2}
9) Y= sec ( x ) DOM= {-2π,2π} RANGO= {-2,2}

4. 10) Y= csc (x)DOM= {-2π,2π} RANGO= {-2,2}
2.2 FUNCIONES COMPLEJAS
Y= 1DOM= {-2π,2π} RANGO= {-8,8}
Y= sec^ (x)DOM= {-2π,2π} RANGO= {-8,8}

5. Y= csc^ (x)DOM= {-2π,2π} RANGO= {-8,8}
Y= 1+tan^(x)DOM= {-2π,2π} RANGO= {-8,8}
Y= 1+csc^(x)DOM= {-2π,2π} RANGO= {-8,8}

6. Y= sin^(x)+cos^(x)DOM= {-2π, 2π} RANGO= {-8,8}
Y= sin/Cos X DOM= {-2π,2π} RANGO= {-8,8}
Y=sin(x^)DOM= {-2π,2π} RANGO= {-8,8}

7. Y= cos(x^)DOM= {-2π,2π} RANGO= {-8,8}
Y= sin (x)cos(10x)
Y=sin (x)cos(20)

8. Y=sin(x) cos(50x)
Y=sin(x)cos(60x)
Y=sin(x)cos(100x)