Calculus Derivatives and Integrals
-cos x + c - answer ∫ sin x dx
sin x + c - answer ∫ cos x dx
tan x + c - answer ∫ sec2 x dx
-cot x + c - answer ∫ csc2 x dx
sec x + c - answer ∫ sec x tan x dx
-csc x + c - answer ∫ csc x cot x dx
-ln |cos x| + c - answer ∫ tan x dx
ln |sin x| + c - answer ∫ cot x dx
ln |sec x + tan x| + c - answer ∫ sec x dx
-ln |csc x + cot x| + c - answer ∫ csc x dx
ln |u| + c - answer ∫ 1/u du
e^u + c - answer ∫ e^u du
(e^kx)(1/k) + c - answer ∫ e^kx dx
(a^u)(1/ln a) + c - answer ∫ a^u du
cos x - answer d/dx sin x
-sin x - answer d/dx cos x
sec2 x - answer d/dx tan x
sec x tan x - answer d/dx sec x
-csc2 x - answer d/dx cot x
-csc x cot x - answer d/dx csc x
(a^u)(ln a)(du/dx) - answer d/dx a^u
-cos x + c - answer ∫ sin x dx
sin x + c - answer ∫ cos x dx
tan x + c - answer ∫ sec2 x dx
-cot x + c - answer ∫ csc2 x dx
sec x + c - answer ∫ sec x tan x dx
-csc x + c - answer ∫ csc x cot x dx
-ln |cos x| + c - answer ∫ tan x dx
ln |sin x| + c - answer ∫ cot x dx
ln |sec x + tan x| + c - answer ∫ sec x dx
-ln |csc x + cot x| + c - answer ∫ csc x dx
ln |u| + c - answer ∫ 1/u du
e^u + c - answer ∫ e^u du
(e^kx)(1/k) + c - answer ∫ e^kx dx
(a^u)(1/ln a) + c - answer ∫ a^u du
cos x - answer d/dx sin x
-sin x - answer d/dx cos x
sec2 x - answer d/dx tan x
sec x tan x - answer d/dx sec x
-csc2 x - answer d/dx cot x
-csc x cot x - answer d/dx csc x
(a^u)(ln a)(du/dx) - answer d/dx a^u
