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cscx=
1/sinx
secx=
1/cosx
cotx=
1/tanx
tanx=
sinx/cosx
cotx=
cosx/sinx
sin²x+cos²x=
1
tan²x+1=
sec²x
1+cot²x=
csc²x
sin(2x)=
2sinxcosx
cos(2x)=
cos²x-sin²x
1-2sin²x
2cos²x-1
sin(A+B)=
sin(A)cos(B)+sin(B)cos(A)
cos(A+B)=
cos(A)cos(B)-sin(A)sin(B)