# 1. Let p be constant, and consider the improper integral1(In(r)PFor what values of p does this improper integral converge? For what values of p does itdiverge?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

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Lost with improper integrals. Need help. Thank you! help_outlineImage Transcriptionclose1. 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 fullscreen
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Hey, since there are multiple questions posted, we will answer first question. If you want any specific question to be answered then please submit that question only or specify the question number in your message

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Evaluate the given improper ... help_outlineImage Transcriptionclose1 dx lim 1 dx x(n(x) x(n(x) =lim(In (x)) d(In (x)) co 2 co2 (In(x) 1-p if p 1 lim 1-p Co In (In (x)) if p 1 (In (c)- (In (2) lim if p 1 1- p C0 In(In (c))-n (In (2)) if p 1 fullscreen

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