![]() ![]() d dx ( cx ) = c d n dx ( x ) = nx n 1 d dx ( cx n ) = ncx n 1. Common derivatives Polynomials d dx (c) = 0. f ( g ( x ) ) = f ( g ( x ) ) g ( x ) (Chain Rule). (f =g ) f g + f g (Product Rule) = (Quotient Rule). © 2005 Paul Dawkins Inverse Trig Functions 1ġ Common derivatives and Integrals derivatives Basic Properties/Formulas/Rules d dx ( cf ( x ) ) = cf ( x ), c is any constant. Trig Functions d d d ( sin x ) = cos x ( cos x ) = sin x ( tan x ) = sec2 x dx dx dx d d d ( sec x ) = sec x tan x ( csc x ) = csc x cot x ( cot x ) = csc2 x dx dx dx Inverse Trig Functions d ( sin 1 x ) =.Ĭommon Derivatives and Integrals Visit for a complete set of Calculus I & II notes. ![]() Example: dental hygienist Search nn) (cx ncx nn) - Lamar UniversityĬommon derivatives and Integrals derivatives Basic Properties/Formulas/Rules d dx ( cf ( x ) ) = cf ( x ), c is any constant. ![]()
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