Integration of cosx. log (cosecx+cotx)dx

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\int_{π / 4}^{π / 2} l o g (1 + c o t x) d x

\int_{α}^{π / 2 - α}

\frac{c o t x}{t a n x + c o t x} d x

[cos e c x - sin x] [sec x - cos x] [tan x + cot x] = 1

\frac{s i n x}{1 - c o s x} = c o s e c x + c o t x

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