Tabela de derivadas
|y = u + v |y’ = u’+ v’ |
|y =u - v |y’ = u’ - v’ |
|y = u . v |y’ = u’.v + u.v’ |
|y = c.v |y’ = c. v’ |
|y = [pic] |y’ =[pic] |
|Derivada das Funções Elementares |
|y = c |y’ = 0 |
|y = x |y’ = 1 |
|y = xn |y’ = n.x n -1 |
|y = [pic] |y’ = [pic] |
|y = ax |y’ = ax.lna |
|y = ex |y’ = ex |
|y = log a x |y’ = [pic] |
|y = ln x |y’ = [pic] |
|y = sen x |y’ = cos x |
|y = cos x |y’ = - sen x |
|y = tg x |y’ = sec2 x |
|y = ctg x |y’ = - cossec2 x |
|y = sec x |y’ = sec x . tg x |
|y = cossec x |y’ = - cossec x . ctg x |
|y = arc sen x |y’ = [pic] |
|y = arc cos x |y’ = - [pic] |
|y = arc tg x |y’ = [pic] |
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|Regras Operacionais |
|y = u + v |y’ = u’+ v’ |
|y =u - v |y’ = u’ - v’ |
|y = u . v