pochodne
(**)' = A**-1 keP
O2)'= 2*
(ax)' = a (ax+ b)' = a
(«)r = o
t
(sinx)f = cosx (cosx)f= - sin x
(tg x)' — —łj— = 1+tg2 X
COS X
(ctg x)r = —--j— = -1-Ctg2 X sin x
(arcsin x)'
\/l- " 1
(arccos x)' -
(arctg x)' = —j—-x +1
(arcctg x)' = 2 TT x +1