Proves sinA+sin2A÷1+cosA+cos2A=tanA
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Answer:
sinA+sin2A. =. sinA+2sinAcosA
1+cosA+cos2A. (1+cos2A)+cosA
=. sinA+2sinAcosA
2cos^2A+cosA
=. sinA(1+2cosA).
cosA(1+2cosA)
=. sinA
cosA
. =. tanA
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