The notation f f ${f}_{\dots }$ means the order of which you have differentiated your expression. For example:
If u =xx u = x x $u={x}^{x}$, then du d u $du$ is not equal to dx d x $dx$, and there lies your mistake.
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$\underset{a\to {0}^{+}}{lim}{\int }_{a}^{\mathrm{\infty }}\frac{\mathrm{sin}x}{x+{x}^{2}}\text{ }dx,$ could someone help with the limit above? Edit: doing it by parts does seem to work, but wondering if there.
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I am a 12th grade student, and I am afraid that in realistic terms this question might not even make sense because of the infinities that have to be dealt with. However, in my attempt to calculate its.
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