prove that (cosec theat = cot theat^2) =1-cos theat /1+costheat
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Step-by-step explanation:
cosecθ−cotθ)2
=(sinθ1−sinθcos θ)2
=(sinθ1−cosθ)2
=sin2θ(1−cosθ)2=1−cos2θ(1−cosθ)2 [∵sin2θ=1−cos2θ]
=(1−cosθ)(1+cosθ)(1−cosθ)2=1+cosθ1−cosθ.
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