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Verify: 1/cscX+1 + 1/csc-1 = 2tanX/cos Should I find the common denominator and then simplify? I keep trying to do this but end up at cscX-1/csc^2X-1 + cscX+1/csc^2X It looks all wrong. Please help. T_T
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Sorry I left some of the X's out. Jut noticed. :x
deal with cscx+1
\[\csc x+1=\frac{ 1+\sin x }{ \sin x }\] \[\csc x-1=\frac{ 1-\sin x }{ \sin x }\] inverted
\[\frac{ \sin x }{\sin x +1}+\frac{ \sin x }{ \sin x-1 }\]
Thank you, I'm going to try to work this out now from the beginning to make sure I am understanding this. I've never seen sec presented that way.
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\[\csc x=\frac{ 1 }{ \sin x }\] so add 1 both sides
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