This question asks for what value(s) of p the improper integral converges and diverges. I am confused about how to determine convergence once I take the antiderivative because I no longer have a p...


This question asks for what value(s) of p the improper integral converges and diverges. I am confused about how to determine convergence once I take the antiderivative because I no longer have a p value in the exponent to manipulate. Is my process thus far correct, and how do I find convergence of this function?



2<br>dx Nhere converas A dverge<br>x(Inx<br>Since undefned at =La<br>dx<br>him<br>UE Inx<br>hm<br>du nt<br>na P<br>P+<br>PM<br>dus dx<br>lim<br>Pr<br>

Extracted text: 2 dx Nhere converas A dverge x(Inx Since undefned at =La dx him UE Inx hm du nt na P P+ PM dus dx lim Pr

Jun 03, 2022
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