if sin theta + cos theta is equal to root 3 then prove that tangent theta + cot theta is equal to 1
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Step-by-step explanation:
sinA+cosA=√3
(sinA+cosA)²=3
1+2sinAcosA=3
sinAcosA=1
1/sinAcosA=1/1
sin²A+cos²A/sinAcosA=1
sin²A/SinAcosA+cos²A/sinAcosA=1
tanA+cotA=1
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