prove this identity
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LHS: (1/ cos ^ theta)/( sin ^ theta / cos ^ theta)+(1/sin ^ theta)/( cos ^ theta / sin ^ theta)
(1/ sin ^ theta)+(1/ cos ^ theta)
(sin ^ theta + cos ^ theta)/ sin ^ theta . cos ^ theta
1/ sin ^ theta . cos ^ theta
cosec ^ theta . sec^ theta .
LHS = RHS. ( proved)
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