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Paúl chimbo 2 c2 - grficas derive i parte

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Paúl chimbo 2 c2 - grficas derive i parte

  1. 1. UNIDAD EDUCATIVA TECNICO SALESIANO ASIGNATURA: TRIGONOMETRIA. PROFESOR: ING. DIEGO CUJI TEMA: GRAFICAS EN DERIVE. ESTUDIANTE: PAÚL CHIMBO. CURSO: SEGUNDO “C2”. AÑO LECTIVO: 2012 – 2013 CUENCA – ECUADOR
  2. 2. Funciones Sencillas1. Y=sin(x) Dom(x)= (-∞;+∞) Ran(y)= (-1; +1)2. Y=cos(x) Dom(x)= (-∞;+∞) Ran(y)= (-1; +1)3. Y=sin(-x) Dom(x)= (-∞;+∞) Ran(y)= (-1;+1)
  3. 3. 4. Y=-sin(x) Dom(x)= (-∞;+∞) Ran(y)= (-1;+1)5. Y=cos(-x) Dom(x)= (-∞;+∞) Ran(y)= (-1;+1)6. Y=sin Dom(x)= (-∞;+∞) Ran(y)= (-1;+1)
  4. 4. 7. Y=cos Dom(x)= (-∞;+∞) Ran(y)= (-1;+1)8. Y=tan(x) Dom(x)= (-∞;+∞) Ran(y)= (-∞;+∞)9. Y=sec(x) Dom(x)= (-∞;+∞) Ran(y)= (-∞;-1)u(+1;+ ∞)
  5. 5. 10. Y=csc(x) Dom(x)= (-∞;+∞) Ran(y)= (-∞;-1)u(+1;+ ∞) Funciones Complejas11. Y=1 Dom(x)= (-∞;+∞) Ran(y)= (1)12. Y=sec2(x) Dom(x)= (-∞;+∞) Ran(y)= (1;+ ∞)
  6. 6. 13. Y=csc2(x) Dom(x)= (-∞;+∞) Ran(y)= (1;+ ∞)14. Y=1+tan2(x) Dom(x)= (-∞;+∞) Ran(y)= (1;+ ∞)15. Y=1+csc2(x) Dom(x)= (-∞;+∞) Ran(y)= (2;+ ∞)
  7. 7. 16. Y=sin2(x)+cos2(x) Dom(x)= (-∞;+∞) Ran(y)=(1) 17. Y= Dom(x)= (-∞;+∞) Ran(y)= (-∞;+∞)18. Y=sin(x2) Dom(x)=(-∞;+∞) Ran(y)= (-1;+1)
  8. 8. 19. Y=cos(x2) Dom(x)=(-∞;+∞) Ran(y)= (-1;+1) Para estas gráficas, sobre montar primero la y=sin(x)20. Y=sin(x)cos(10x) Dom(x)= (-∞;+∞) Ran(y)= (-1;+1)21. Y=sin(x)cos(20x) Dom(x)=(-∞;+∞) Ran(y)= (-1;+1)
  9. 9. 22. Y=sin(x)cos(50x) Dom(x)=(-∞;+∞) Ran(y)= (-1;+1)23. Y=sin(x)cos(60x) Dom(x)= (-∞;+∞) Ran(y)= (-1;+1)24. Y=sin(x)cos(100x) Dom(x)=(-∞;+∞) Ran(y)= (-1;+1)

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