sin2x=2tanx/(1+tan^2(x))
cos2x=(1-tan^2(x))/(1+tan^2(x))
tan2x=2tanx/(1-tan^2(x))
sin^2(x)+cos^2(x)=0
tanx=sinx/cosx
cotx=1/tanx
secx=1/cosx
cscx=1/sinx
sec^2(x)=1+tan^2(x)
csc^2(x)=1+cot^2(x)
sin2x=2tanx/(1+tan^2(x))
cos2x=(1-tan^2(x))/(1+tan^2(x))
tan2x=2tanx/(1-tan^2(x))
sin^2(x)+cos^2(x)=0
tanx=sinx/cosx
cotx=1/tanx
secx=1/cosx
cscx=1/sinx
sec^2(x)=1+tan^2(x)
csc^2(x)=1+cot^2(x)