Prove that \(Cot(90 – \theta)\) = \(Tan\theta\).
Solution : Draw a right angled triangle ABC right angled at B. Let \(\angle\) A = \(\theta\), then \(\angle\) C = 90 – \(\theta\) tan A = \(tan\theta\) = \(BC\over AB\) ……..(1) cot C = \(cot(90 – \theta)\) = \(BC\over AB\) …
Prove that \(Cot(90 – \theta)\) = \(Tan\theta\). Read More »