What is Integral of Cos x?
Integral of cos x is sin x + C where C is constant of integration. Integration of Cosine exists as cosine is a differentiable function. The Differentiation and Integration are reverse processes in calculus. When we know the derivate of a function, we can derive the function with the help of integration but with a constant as the constants are eliminated while finding out the derivate because derivative of a constant is 0. So we add a constant ‘c’ whenever we integrate. One of the applications of Integration is it is used to find area under the curve.
Integral of cos x gives information about the area under the curve of cos x and its definite integral gives area under the graph of cos x within specified bounds.
Integral of Cos x
Integral of Cos x is equal to Sin x + C. Integral of a function is the process of finding the area under the curve. Integration of Cos x gives the area of the region covered by the cosine trigonometric function. The integral also called the Antiderivative of a function, exists when the function is differentiable. Integration of Cos x is possible as the cosine function is also differentiable in its domain.
In this article, we will learn what is Integral of cos x, the formula of the Integral of cos x, and how to integrate cos x.
Table of Content
- What is Integral of Cos x?
- Integral of Cos x Formula
- Integral of cos x Formula Proof
- Definite Integral of cos x
- Integral of Cos x – Graphical Significance
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