Antiderivative of Inx is ∫lnxdx=xlnx-x+C.
Now, let's look at the explanation of this value.
Here, we shall use the method of Integration of each part to locate the value of ∫lnx.dx:
Here the terms v and u are the functions of term x.
Now, let's assume that,
Calculation of the Integral of Inx uses a special integration method termed as Integration by Parts. It is generally helpful when it comes down to multiplication of two different functions together. However, it can also help in various other ways. When decoding the answer for what is the integration of Inx, you need to understand that this method also comes with higher dimensions. The formula used with this process is also extended to the functions for several variables.