How to integrat root of sinxdx????
\[\int\limits_{}^{}\sqrt{\sin(x)}dx\]
yup how to do it??
by parts
sinx ^3/2 /3/2 . -cosx + c
thats the answer i suppose
@jahtoday i tried by parts... fenymam gal nope its not that i suppose.. its a tough 1 i guess
\[\int\limits_{}^{} \sqrt{\sin(x)} = -2 E[ (1/4)*(\pi-2x) | 2 ]\] E[ x | m ] is the elliptic integral of the second kind here's a good explanation of "E" http://mathworld.wolfram.com/EllipticIntegraloftheSecondKind.html
oh ok and diogo explan didnt understand :/
This integral doesn't reduce to familiar functions, but is rather an elliptic integral of the second kind. So, Integral of sqrt(sin x) = -2E((pi-2x)/4 | 2) Elliptic integrals can be found in math references or calculated using programs like Maple.
@ Akshay what math r u in?
Not possible with elementary functions.
@jahtoday.. I have done my grade 12.. I am going to do engineering ahead.. :)
very nice but i was asking if this was a calc 2 assignment or calc 3 or something? because then we can do different things to answer the question such as what Diogo did
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