prove : ( 1 - cos theta + sin theta ) ( 1 + cos theta + sin thata) = 2 sin theta ( 1 + sin theta )
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Answer:
Sin theta/1+cos theta +1+cos theta/sin theta = 2 cosec theta is proved
Solution:
Proof: In the left hand side of the equation it is given that
[Taking L.C.M of sinθ and 1+cosθ]
[Taking 2 common]
= 2cosecθ = Right Hand Side of the equation.
Thus Sin theta/1+cos theta +1+cos theta/sin theta = 2 cosec theta is proved
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