Understanding Antiderivatives: The Integral of Cosine x and its Integration Techniques

Antiderivative of cos x

The antiderivative of cos x is given by the integral of cos x dx, where dx represents the differential with respect to x

The antiderivative of cos x is given by the integral of cos x dx, where dx represents the differential with respect to x.

To find the antiderivative, we can use integration techniques. The integral of cos x is calculated as follows:

∫ cos x dx = sin x + C

Here, C represents the constant of integration.

So, the antiderivative of cos x is sin x + C, where C is an arbitrary constant.

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