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Power Rule
d/dx [x^n]= nx^n-1
Quotient Rule
d/dx [f(x)/g(x)] = g(x)f'(x)-f(x)g'(x)/(g(x))²
Product Rule
d/dx [f(x)g’(x)+f’(x)g(x)
d/dx(sin x)
cos x
d/dx(cos x)
-sin x
d/dx(tan x)
sec² x
d/dx(csc x)
-csc x cot x
d/dx(sec x)
sec x tan x
d/dx(cot x)
-csc² x
d/dx(f^-1(a)
-a/f²
d/dx(ln x)
1/x
d/dx(log base a x)
1/ln(a)x
d/dx(c)
0
d/dx(a^x)
ln(a)*a^x
d/dx(e^x)
e^x
d/dx(x^f(x))
e^f(x) d/dx f(x)
d/dx(arcsin x) / (sin x)^-1
f’(x)/(1-(f(x))²)^1/2
d/dx(arccos x) / (cos x)^-1
-f’(x)/(1-(f(x))²)^1/2
d/dx(arctan x) / (tan x)^-1
f’(x)/1+(f(x))²
∫sin(x)dx
-cos x
∫cos(x)dx
sin x
∫sec²(x)dx
tan x
∫csc(x)cot(x)dx
∫sec(x)tan(x)dx
sec x
∫csc²(x)dx
∫e^xdx
e^x
∫a^xdx