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Common Derivatives Integrals - Lamar University
tutorial.math.lamar.edud x dx xx-=--(1) 2 1 cot 1 d x dxx-=-+ Exponential/Logarithm Functions (xx) ln() d aaa dx = ( ) d dx ee= (ln())1,0 d xx dxx => 1 ln,0 d xx dxx =„ (()) 1 log,0 a ln d xx dxxa => Hyperbolic Trig Functions (sinh) cosh d xx dx = (cosh) sinh d xx dx = (tanh) sech2 d xx dx = (sech) sechtanh d xxx dx =-(csch) cschcoth d xxx dx =-(coth) csch2 d xx dx ...
Calculus Cheat Sheet - Lamar University
tutorial.math.lamar.edud fgx f gx g x dx This is the Chain Rule Common Derivatives 1 d x dx sin cos d xx dx cos sin d xx dx tan sec2 d xx dx sec sec tan d xxx dx csc csc cot d xxx dx cot csc2 d xx dx 1 2 1 sin 1 d x dx x 1 2 1 cos 1 d x dx x 1 2 1 tan 1 d x dx x xxln d aa a dx d xx dx ee d ln , 0 xx1 dx x d ln , …