prove that 1 - cos2θ = sinθcosθtanθ
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Answer:
Solving LHS. we get
1+cos2θ
1−cos2θ
⟹
2cos
2
θ
2sin
2
θ
⟹
cos
2
θ
sin
2
θ
⟹
tan
2
θ
⟹tanθ = RHS
Hence proved.
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