DERIVADAS DE FUNCIONES TRIGONOMETRICAS LOGARITMICAS EXPONENCIALES E IMPLICITAS

DERIVADAS                                                                INGENIERIA[pic 1]

DERIVADAS DE FUNCIONES TRIGONOMETRICAS  LOGARITMICAS  EXPONENCIALES  E IMPLICITAS

1. Hallar las derivadas de las siguientes funciones trigonométricas

1. [pic 2]
2. [pic 3]
3. y =  sen2 ( 5x  -  3 )
4. [pic 4]
5. y =  cos2[pic 5]
6. [pic 6]
7. [pic 7]
8. [pic 8]
9. [pic 9]
10. [pic 10]
11. y =  sen3  - 3 sen [pic 11][pic 12]
12. [pic 13]
13. y = [pic 14]
14. y =  sen 4 x  cos 3 x

1. y = sen (nx )senn x

1. [pic 15]

1. [pic 16]
2. [pic 17]
3. [pic 18]
4. [pic 19]
5. [pic 20]
6. [pic 21]
7. [pic 22]
8. [pic 23]

1. [pic 24]

1. Hallar las derivadas de las siguientes funciones logarítmicas y exponenciales

1. [pic 25]
2. [pic 26]
3. [pic 27]
4. y = Tan ( Ln 8x4 )
5. Ln Cos 8x2
6. [pic 28]
7. [pic 29]
8. [pic 30]
9. [pic 31]
10. [pic 32]
11. [pic 33]
12. [pic 34]
13. [pic 35]
14. [pic 36]
15. [pic 37]
16. [pic 38]
17. [pic 39]
18. [pic 40]
19. [pic 41]
20. [pic 42]
21. [pic 43]
22. [pic 44]
23. [pic 45]
24. [pic 46]
25.  [pic 47]
26. [pic 48]
27. [pic 49]
28.  )[pic 50]
29. [pic 51]
30. [pic 52]
31. [pic 53]
32.  )[pic 54]
33.  [pic 55]
34.  [pic 56]
35.  [pic 57]
36.   [pic 58]
37. [pic 59]
38. [pic 60]
39. [pic 61]

1. Derivar implícitamente  las siguientes funciones

1. [pic 62]
2. [pic 63]
3. [pic 64]
4. [pic 65]
5. [pic 66]
6. [pic 67]
7. [pic 68]
8. [pic 69]
9. [pic 70]
10. [pic 71]
11. [pic 72]
12. [pic 73]
13. [pic 74]
14. [pic 75]
15. [pic 76]
16. [pic 77]
17. [pic 78]
18. [pic 79]
19. [pic 80]
20. [pic 81]
21. [pic 82]
22. [pic 83]
23. [pic 84]
24. [pic 85]
25. [pic 86]
26. [pic 87]
27. [pic 88]
28. [pic 89]
29. [pic 90]
30.  x2[pic 91]
31. [pic 92]
32. [pic 93]
33. [pic 94]
34. [pic 95]

1. Hallar  f (n ) ( x )  para el valor de  n que se indica

1. f(x) =    ,                  n =  2[pic 96]
2.  ,        n =  2[pic 97]
3.                 n =  4[pic 98]
4.   ,                  n = 4[pic 99]
5.  ,                   n   =  2[pic 100]
6. ,            n  =  2[pic 101]
7.  ,              n  =  2[pic 102]
8.  [pic 103]

1. Hallar  f (n ) ( x )  para las siguientes funciones

1. [pic 104]
2. [pic 105]
3. [pic 106]
4.  [pic 107]
5.  [pic 108]
6. [pic 109]
7. [pic 110]
8. [pic 111]
9. [pic 112]
10. [pic 113]
11. [pic 114]
12. [pic 115]
13. [pic 116]

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