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HELP ME prove this sinA+tanA/cotA+cosecA=sinA+TanA
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start with algebra and see how far you can go with \[\frac{b+\frac{b}{a}}{\frac{a}{b}+\frac{1}{b}}\]
if it is not clear how i got that, i replaced \(\cos(x)\) by \(a\) and \(\sin(x)\) by \(b\) clear the compound fraction and you will probably be done i doubt there is much trig at all in this question
you syed this typ \[sina+(sina/cosa)/ (\cos/\sin)+(1/\sin)\]
who can say wt shl i do next?
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