if sin square theta + cos square theta is equal to one upon sin theta into cos theta is equal to 1/2 then prove that tan theta + cot theta is equal to 2
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I am taking theta as A
sin^2A/sinAcosA + cos^2A/sinAcosA = 2
tanA + cotA = 2
sin^2A/sinAcosA + cos^2A/sinAcosA = 2
tanA + cotA = 2
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divide (sin^2 theta +cos^2 theta) by (sin theta * cos theta) then it will be tan theta +cot theta =2
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