sinx in terms of tanx cot x and cot of half angle

 \[\frac{1+sinx+cosx}{1+sinx-cosx}=tan(x/2)\]

for x=90 tan45=1

for x=180 y approaches to infinity

for x=120 y=1.73

\[\frac{sin(2x)}{1-cos(2x)}=cotx\]

boundary condition x should not be equal to 0

for x=90 y=0

    x=45 y=1

\[\frac{sin(2x)}{1+cos(2x)}\]=tanx

x=45 y=1

x=60 y=1.73

x=30 y=0.57

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