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Differentiate log(cos e c\ x-cotx) with ...

Differentiate `log(cos e c\ x-cotx)` with respect to `x` :

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{ Let } `y=log ({cosec} x-cot x)`
Differentiate it with respect to {x} we get,
`frac{d y}{d x}=frac{d}{d x} log ({cosec} x-cot x) `

`implies frac{1}{({cosec} x-cot x)} frac{d}{d x}({cosec} x-cot x) `

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