Derivadas Flashcards

1
Q

(c)’ (constante)

A

0

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2
Q

(x)’ identidad

A

1

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3
Q

(ax)’ (lineal)

A

a

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4
Q

(x^n)’ (potencial)

A

nx^(n-1)

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5
Q

(f(x) + g(x))’ (derivada de la suma)

A

f’(x) + g’(x)

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6
Q

(f(x) - g(x))’ (derivada de la resta)

A

f’(x) - g’(x)

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7
Q

(f(x) • g(x))’ (derivada del producto)

A

f’(x) • g(x) + f(x) • g’(x)

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8
Q

(f(x) / g(x))’ (derivada del cociente)

A

(f’(x) • g(x) - f(x) • g’(x)) / (g(x))^2

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9
Q

(f(g(x)))’ (derivada de la función compuesta)

A

f’(g(x)) • g’(x)

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10
Q

(a^b)’ (exponencial)

A

a^b • ln(a) • (b)’

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11
Q

(e^b) (exponencial base e)

A

e^b • (b)’
ya que ln(e) = 1)

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12
Q

(a^x)’ (exponencial identidad)

A

a^x • ln(a)
(Ya que (x)’ = 1)

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13
Q

(e^x)’ (exponencial identidad base e)

A

e^x
(Ya que ln(e) = 1 y (x)’ = 1)

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14
Q

(log(a, b))’ (logaritmo)

A

(1 / (b • ln(a))) • (b)’

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15
Q

(ln(b))’ = (log(e, b))’ (logaritmo natural)

A

(1 / b) • (b)’
(ya que ln(e) = 1)

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16
Q

(log(a, x))’ (logaritmo de identidad)

A

1 / (x • ln(a))
(ya que (x)’ = 1)

17
Q

(ln(x))’ = (log(e, x))’ (logaritmo natural de identidad)

A

1 / x
(ya que ln(e) = 1 y (x)’ = 1)

18
Q

(sen(ux))’

A

cos(ux) • (ux)’

19
Q

(cos(ux))’

A

-sen(ux) • (ux)’

20
Q

(tan(ux))’

A

(sec(ux))^2 • (ux)’

21
Q

(ctg(ux))’

A

-(csc(ux))^2 • (ux)’

22
Q

(sec(ux))’

A

sec(ux) • tg(ux) • (ux)’

23
Q

(csc(ux))’

A

-csc(ux) • ctg(ux) • (ux)’