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rumus-rumus umum turunan

Kelinearan
\left({cf}\right)' = cf'
\left({f + g}\right)' = f' + g'
Kaidah darab
\left({fg}\right)' = f'g + fg'
Kaidah timbalbalik
\left(\frac{1}{f}\right)' = \frac{-f'}{f^2}, \qquad f \ne 0
Kaidah hasil-bagi
\left({f \over g}\right)' = {f'g - fg' \over g^2}, \qquad g \ne 0
Kaidah rantai
(f \circ g)' = (f' \circ g)g'
Turunan fungsi invers
(f^{-1})' =\frac{1}{f' \circ f^{-1}}

untuk setiap fungsi terdiferensialkan f dengan argumen riil dan dengan nilai riil, bila komposisi dan invers ada

Kaidah pangkat umum
(f^g)'=f^g \left( g'\ln f + \frac{g}{f} f' \right)
source : http://id.wikipedia.org/wiki/Tabel_turunan
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