Prove that: (tanx-cotx)=(2sin2x-1)/(sinx cosx).
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Answer:
Proof: 2sin2x
=2(1)2sinxcosx
=1sinxcosx
=sin2x+cos2xsinxcosx
=sin2xsinxcosx+cos2xsinxcosx
=sinxcosx+cosxsinx
=tanx+cotx
So, tanx+cotx=2sin2x
(proved)
Step-by-step explanation:
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