Sin A/ 1 + Cos A = cosec A - Cot A A/ 1 + Cos A = cosec A - Cot A
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hey there,
Answer:
Answer:
proof given below:
Explanation:Taking conjugate of the denominator
1−cosΘ1+cosΘ=1−cosΘ1+cosΘ⋅1−cosΘ1−cosΘ
=(1−cosΘ)212−cos2Θ
We have sin2Θ+cos2Θ=1
so sin2Θ=1−cos2Θ
=(1−cosΘ)2sin2Θ
=(1−cosΘsinΘ)2
Separating the fractions
=(1sinΘ−cosΘsinΘ)2
=(cscΘ−cotΘ)2
Hope this helps!
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