1. Let p be constant, and consider the improper integral 1 (In(r)P For what values of p does this improper integral converge? For what values of p does it diverge? 2. For each of the following...

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1. Let p be constant, and consider the improper integral<br>1<br>(In(r)P<br>For what values of p does this improper integral converge? For what values of p does it<br>diverge?<br>2. For each of the following improper integrals, determine convergence/divergence.<br>1<br>- da<br>(a)<br>In(x)dac<br>(b)<br>3. Find the area of the region bounded by y = arccos(x); y = arcsin(x); x = -1;<br>1<br>

Extracted text: 1. Let p be constant, and consider the improper integral 1 (In(r)P For what values of p does this improper integral converge? For what values of p does it diverge? 2. For each of the following improper integrals, determine convergence/divergence. 1 - da (a) In(x)dac (b) 3. Find the area of the region bounded by y = arccos(x); y = arcsin(x); x = -1; 1

Jun 04, 2022

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1. Let p be constant, and consider the improper integral 1 (In(r)P For what values of p does this improper integral converge? For what values of p does it diverge? 2. For each of the following...

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