Tuletis
c'=0 x'=1 (c × x)'=c
(1/x)'=-1/x2 (√x)'=1/2√x (xn)'=n × xn-1
(ax)'=axIn a (ex)'=ex (In x)'=1/x
(logax)'=1/x In (sin x)'=cos x (cos x)'=-sin x
a
(tan (cot x)'=- (arcsin
x)'=1/cos2x 1/sin2x x)'=1/√1-x2
(arccos x)'=- (arctan (arccot x)'=-
1/√1-x2 x)'=1/1+x2 1/1+x2
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