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Derivada de una constante
                     Tipo nº 1


LA DERIVADA DE UNA CONSTANTE es cero.
Ejercicio nº 1)
Sol:
Ejercicio nº 2)
Sol:
Ejercicio nº 3)
Sol:
Ejercicio nº 4)
Sol:

Ejercicio nº 5)
Sol:
Ejercicio nº 6)
Sol:
Ejercicio nº 7)
Sol:


Ejercicio nº 8)
Sol:


Ejercicio nº 9)
Sol:


Ejercicio nº 10)
Sol:
Derivada de una función potencial: Forma simple
                                                  Tipo nº 2



LA DERIVADA DE UNA FUNCIÓN POTENCIAL es igual al exponente por la variable elevado a una unidad
menos.
Ejercicio nº 11)

Sol:
Ejercicio nº 12)

Sol:

Ejercicio nº 13)
Sol:
Ejercicio nº 14)


Sol:

Ejercicio nº 15)


Sol:
Ejercicio nº 16)
Sol:

Ejercicio nº 17)


Sol:

Ejercicio nº 18)

Sol:


Ejercicio nº 19)


Sol:
Ejercicio nº 20)


Sol:
Ejercicio nº 21)


Sol:

Ejercicio nº 22)


Sol:

Ejercicio nº 23)


Sol:

Ejercicio nº 24)


Sol:
Ejercicio nº 25)


Sol:


Ejercicio nº 26)


Sol:


Ejercicio nº 27)


Sol:


Ejercicio nº 28)


Sol:


Ejercicio nº 29)


Sol:
Derivada de una función logarítmica: Forma simple




Ejercicio nº 30)


Sol:
Derivada de una función exponencial con base e: Forma simple




Ejercicio nº 31)

Sol:
Derivada de una función exponencial con base distinta del número e: Forma simple




Ejercicio nº 32)

Sol:
Ejercicio nº 33)

Sol:
Ejercicio nº 34)


Sol:


Ejercicio nº 35)


Sol:
Ejercicio nº 36)
Sol:
Derivada de una función trigonométrica tipo seno



Ejercicio nº 37)

Sol:
Derivada de una función trigonométrica tipo coseno



Ejercicio nº 38)


Derivada de una función trigonométrica tipo tangente: Forma simple




Ejercicio nº 39)



Derivada de una función trigonométrica tipo arco seno: Forma simple




Ejercicio nº 41)


Sol:
Derivada de una función trigonométrica tipo arco tangente: Forma simple




Ejercicio nº 40)


Sol:

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Derivada de una constante

  • 1.
  • 2. Derivada de una constante Tipo nº 1 LA DERIVADA DE UNA CONSTANTE es cero. Ejercicio nº 1) Sol: Ejercicio nº 2) Sol: Ejercicio nº 3) Sol: Ejercicio nº 4) Sol: Ejercicio nº 5) Sol: Ejercicio nº 6) Sol: Ejercicio nº 7) Sol: Ejercicio nº 8) Sol: Ejercicio nº 9) Sol: Ejercicio nº 10) Sol: Derivada de una función potencial: Forma simple Tipo nº 2 LA DERIVADA DE UNA FUNCIÓN POTENCIAL es igual al exponente por la variable elevado a una unidad menos. Ejercicio nº 11) Sol: Ejercicio nº 12) Sol: Ejercicio nº 13)
  • 3. Sol: Ejercicio nº 14) Sol: Ejercicio nº 15) Sol: Ejercicio nº 16) Sol: Ejercicio nº 17) Sol: Ejercicio nº 18) Sol: Ejercicio nº 19) Sol: Ejercicio nº 20) Sol: Ejercicio nº 21) Sol: Ejercicio nº 22) Sol: Ejercicio nº 23) Sol: Ejercicio nº 24) Sol:
  • 4. Ejercicio nº 25) Sol: Ejercicio nº 26) Sol: Ejercicio nº 27) Sol: Ejercicio nº 28) Sol: Ejercicio nº 29) Sol: Derivada de una función logarítmica: Forma simple Ejercicio nº 30) Sol: Derivada de una función exponencial con base e: Forma simple Ejercicio nº 31) Sol: Derivada de una función exponencial con base distinta del número e: Forma simple Ejercicio nº 32) Sol: Ejercicio nº 33) Sol:
  • 5. Ejercicio nº 34) Sol: Ejercicio nº 35) Sol: Ejercicio nº 36) Sol: Derivada de una función trigonométrica tipo seno Ejercicio nº 37) Sol: Derivada de una función trigonométrica tipo coseno Ejercicio nº 38) Derivada de una función trigonométrica tipo tangente: Forma simple Ejercicio nº 39) Derivada de una función trigonométrica tipo arco seno: Forma simple Ejercicio nº 41) Sol: Derivada de una función trigonométrica tipo arco tangente: Forma simple Ejercicio nº 40) Sol: