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d/dx [sin x] =
cosx
d/dx [sec x] =
secx tanx
d/dx [tan x] =
sec2x
d/dx [cos x] =
-sinx
d/dx [csc x] =
-cscx cotx
d/dx [cot x] =
-csc2x
product rule [f x g]’
f’(g) + f(g’)
quotient rule d/dx [f/g]
g(f’) - f(g’) / g2
1/x =
x-1
√x =
x1/2
3√x5
x5/3
d/dx [eu] =
eu(u’)
d/dx [ln u] =
u’/u
tan x =
sinx / cos x
sec2x =
1 + tan2x
cos2x + sin2x =
1
secx =
1/cosx
chain rule d/dx (f[g(x)]) =
f’[g(x)] (g’(x))
d/dx [un] =
n[u]n-1(u’)