your quation is wronge please insert the integral , but the quation is not answer exactly, in numerical u can get approximation solution.
If this is the integral of [(sin x)^1/2]dx this solves into another elliptical integral. Lets just suffice to say that it is not easily solved.
It cannot be U substituted. A integrand of say (sinx)^1/2(cosx)dx is going to produce a du equal to -cosxdx but our original function doesn't.
Functions like Int[(sin x)^3]dx becomes Int[1-cos^2(x)]sinxdx. Again without too much ado du=sinxdx these are called odd functions.
Functions like Int[(sinx)^2dx} can be solved with half angle identities:
Okay we cant do integration by parts because terms do not drop out.
If you do U substitution you are going to end up with this
The denominator of the integrand cannot be "u" (we would define it v) substituted. Further more this cannot be trig substituted because it will give us the same thing we started with. It cannot be algebraically manipulated. Partial fraction produce a form A(1-u) +B(1+u) =u^1/2.
This does solve into a very complex function.....Heck it is another integral woohoo. Take a look around and see what you see. There are no simple solutions and there is a reason.
by sunnyraghvendra 7 years ago
how is pi an irrational number when it can be expressed as 22/7.....22/7 is a rational number since it can be written in the form p/q.....any thought processes are welcome......
by NCBIer 7 years ago
Is there a link between eating sugary foods and being unable to control your impulses? I'm thinking about kids, elementary school age in particular. I've read everything I can online, but am looking for personal experience, advice from someone who has been there, done that... any thoughts?
by rkverma 6 years ago
what is the use and advantage of using function pointer
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