tan theta/1-cot theta + cot theta/1-tan theta= 1+ sec theta cosec theta

(tan ∅)/(1-cot ∅)+(cot ∅)/(1-tan ∅)=1+Sec ∅ cosec ∅

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Prove that : tan theta / 1-cot theta + cot theta / 1-tan theta = 1 + tan theta + cot theta.

The expression tan⁡A/(1-cot⁡A )+cot⁡A/(1-tan⁡A ) can be written as

Prove that tan theta/1-cot theta+cot theta/1-tan theta=1+sec theta cosec theta | Trigonometry Maths

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Prove that Tan A/1- Cot A + Cot A/1- Tan A=1+Tan A+Cot A

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verify 1 / tanx + 1/cot x = tan x + cot x

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prove that cos A / (1 - tan A) + sin A /(1 - cot A) = sin A + cos A

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