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Derivatives

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QuestionAnswer
y = a^f(x) y' = a^f(x)*ln[a*f'(x)]
y = e^f(x) y' = e^f(x) * f'(x)
y = loga f(x) y' = f'(x)/f(x)ln(a)
y = ln f(x) y' = f'(x)/f(x)
y = sen f(x) y' = f'(x)*cos f(x)
y = cos f(x) y' = -f'(x)*senf(x)
y = tg f(x) y' = f'(x)/cos^2 f(x)
y = arcsen f(x) y' = f'(x)/sqr(1-f(x)^2)
y = arcos f(x) y' = -f'(x)/sqr(1-f(x)^2)
y = arctg f(x) y' = f'(x)/(1+f(x)^2)
Created by: Reevz
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