Rules of Differentiation/Anti-Differentiation

d/dx (C) =

0

d/dx sinx =

cosx

d/dx cosx =

-sinx

d/dx tanx =

sec²x

d/dx cotx =

-csc²x

d/dx secx =

secxtanx

d/dx cscx =

-cscxcotx

∫0 dx=

c

∫cosx dx=

sinx + c

∫sinx dx=

-cosx + c

∫sec²xdx=

tanx + c

∫csc²xdx=

-cotx + c

∫secxtanx dx=

secx + c

∫cscxcotx dx=

-cscx + c