sinx-cosx+1/sinx+cosx+1=1+sinx/cosx
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Answer:
Step-by-step explanation:
(s-c-1)(s+c-1)/(s+c+1)(s+c-1)
=(s-1-c)(s-1+c)/(s+c)²-1
={(s-1)²-c²}/(s²+c²)+2sc-1
=s²+1–2s-c²/1+2sc-1
=s²+1–2s-(1-s²)/2sc
=2s²-2s/2sc...÷(2s)→
=(s-1)/c
=(s/c)-(1/c)
=tanx-secx
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