solve integrate x^(-1/2)sin x dx
\[\int\limits_{}^{}x ^{^{-1/2}}(\sin x )dx\]
are you allowed to use integration by parts?
ya allow by using any method..
i think IPB is the only way though =)) are you familiar with LIATE? (a method on which you'll use as u and which as dv)
this is not an elementary fnction,, so by parts wont work
aww that's a downer :(
i hv tried the intergrate by part but the power keep increase can't eliminate the intergral
how far in integration methods have u got?
i think three 1st by formular 2nd by parts 3rd by subtitution
what about algebraic sub?
are u sure u wrote the question right?
wont algebraic sub work? let u = \(\sqrt x\) \(u^2 = x\) 2udu = dx \(\LARGE \int \frac{\sin (u^2) 2\cancel{u}du}{\cancel{u}}\) \(\LARGE 2\int \sin (u^2) du\)
i just copy from my friend i dont know whether it is correct or nt
thn can you solve the sin(x^2)??
ok lg how can u solve sin(u^2)?
i was hoping you can do it ~''~
it cant be done using the methods hes taken
recheck the question
i wolframed it and a fresnel thingy came out...i think this is a syntax problem
i think cant do this question.. i try to recheck the question with my friend.. anyway thx for helping me.. =)
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