prove: 2SinQ/1+cosQ+sinQ = 1-cosQ+sinQ/1+sinQ
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Answer:
L.H.S
1-cosQ/sinQ = 2sin^2(Q/2) / 2sin(Q/2)cos(Q/2)
=sin(Q/2) / cos(Q/2)
=tan(Q/2).
R.H.S
sinQ/1+cosQ = 2sin(Q/2)cos(Q/2) / 2cos^2(Q/2)
=sin(Q/2) / cos(Q/2)
=tan(Q/2)
L.H.S=R.H.S
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