How do you find the integral of $\int cot x d x$ $int cotx dx$ ?

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How do you find the integral of $\int cot x d x$ $int cotx dx$ ?

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Answer 1 · 2015-10-25T07:46:42

$ln | sin x | + C$ $ln|sinx|+C$

Explanation:

$\int cot x d x = \int \frac{cos x}{sin x} d x = \int \frac{cos x d x}{sin x} = \int \frac{d (sin x)}{sin x} = ln | sin x | + C$ $int cotxdx = int cosx/sinxdx=int(cosxdx)/sinx=int (d(sinx))/sinx = ln|sinx|+C$

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How do you find the integral of $\int cot x d x$ $int cotx dx$ ?

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How do you find the integral of ∫cotxdxint cotx dx?

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How do you find the integral of $\int cot x d x$ $int cotx dx$ ?