What is Integral of Cot x?
The integral of cot x is ln |sin x| + C. It is mathematically denoted as ∫cot x dx = ln |sin x| + C. The integral of cot x means finding the antiderivative of the cot x. The process of finding the anti-derivative of a function is called the integration. The result of the integration is called as integral. Hence, the antiderivative of the cot x is ln |sin x| + C.
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Integral of Cot x Formula
The integral of cot x formula is given by:
∫cot x dx = ln |sin x| + C
Integral of Cot x in Terms of Cosec x
Integral of Cot x in terms of cosec x is given as follows:
∫cot x dx = – ln |cosec x| + C
Integral of Cot x
Integral of Cot x is ln |sin x| + C. Cot x is among one of the trigonometric functions that is the ratio of cosine and sine. The integral of cot x is mathematically represented as ∫cot x dx = ln |sinx| + C.
In this article, we will explore the integral of cot x, the integral of cot x formula, the derivation of the integral of cot x, definite integral of cot x along with some examples based on the integral of cot x.
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