prove that Cot-tan=2cos²-1/sin.cos
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refer to the attachment
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Step-by-step explanation:
Answer
Now,
cotθ−tanθ
=
sinθ
cosθ
−
cosθ
sinθ
=
cosθ.sinθ
cos
2
θ−sin
2
θ
=
sinθ.cosθ
2cos
2
θ−1
. [Since 1−sin
2
θ=cos
2
θ]
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