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Integral Calculus
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Of course, it is integrable. Only thing is that we cannot express the integral in terms of the basic elementary functions. So in a sense, the integral of
is a higher function (or you can say that its a new function). For example, consider
(here
is an arbitrary constant)
Then, differentiating w.r.t. the upper limit
, we get
As such, we can take
as the indefinite integral of 
The only impressive answer is given by the expert Anant now tell me suppose u don't know the function log then what is the integration of 1/x........u see what i mean............humans have yet not discovered many functions and constant.............like the discovery of exp(x) is credited to Leonard Euler so who knows one among us discovers this hidden function.
well u an series expansion to approximate just as calculators do..................














apply integration by parts