Solve Trigonometric Double Inverse Functions sin(cot^-1(x+1)) = cos(tan^-1(x))

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Solve sin[cot-1{cos(tan^-1x)}] Solve sin[cot-1{cos(tan^-1x)}]
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If sin(cot-1 (x+1))=cos(tan-1 (x))then find x If sin(cot-1 (x+1))=cos(tan-1 (x))then find x
Prove that : cos tan^{-1} sin cot^{-1} x = √(x^2 +1)(x^2 +2) Prove that : cos tan^{-1} sin cot^{-1} x = √(x^2 +1)(x^2 +2)
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