prove it
root under (2cos theta)²+sin²theta = 3cos²theta+1
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Answer:
LHS=tanθ−cotθ
=cosθsinθ−sinθcosθ
=sinθcosθsin2θ−cos2θ
=sinθcosθsin2θ−(1−sin2θ)
=sinθcosθ2sin2θ−1
=RHS
Hence proved
Step-by-step explanation:
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