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Integrate:
\(\int_0^\infty \frac{(\sin x)^{k}}{x^{k-n}\,dx\)
for positive, odd \(k\) and \(0
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\(\Large{ \int_0^\infty \frac{( \sin x)^{k}} {x^{k-n}}\,dx } \)
Yeah, exactly haha. =P
replace sinx with his taylor series
its*
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