Which Of The Following Statements Are True? L. If An And F(n) Satisfy The Requirements Of The Integral Test, Then F(x)dx ,.. а. An- Ll. The Series Σ Np Converges If P> 1 And Diverges If Ps1. Ill. The Integral Test Does Not Apply To Divergent Sequences. ○ A. Only Statement I Is True. NP N=1 0 B. Only Statements 11 And Ill Are True. 0 D. All Three …

Which Of The Following Statements Are True? L. If An And F(n) Satisfy The 
Requirements Of The Integral Test, Then F(x)dx ,.. а. An- Ll. The Series Σ 
Np Converges If P> 1 And Diverges If Ps1. Ill. The Integral Test Does Not<br />
Apply To Divergent Sequences. ○ A. Only Statement I Is True. NP N=1 0 B.<br />
Only Statements 11 And Ill Are True. 0 D. All Three …” width=”100%”  /></p>
<p><strong>Transcribed Text:</strong><br />
Question: Which of the following statements are true? I. If an and f(n) satisf…<br />
Which of the following statements are true?<br />
Which of the following statements are true?<br />
1. Ifa, and f(n) satisfy the requirements of the integral test, then<br />
a = f(x)dx. n= 11<br />
II. The series<br />
converges if p > 1 and diverges if ps 1.<br />
III. The integral test does not apply to divergent sequences<br />
O A. Only statement is true. OC. All three statements are false.<br />
O E. Only statements I and II are true. O G . Only statement III is true.<br />
O B . Only statements II and Ill are true O D. All three statements are true. OF. Only statements I and III are true O H. Only statement II is true.<br />
Show transcribed image text<br />
Expert Answer<br />
VENKATA LAKSHMI DURGA BHAVANI MENDI answered this 6,725 answers<br />
Was this answer helpful?<br />
I) If an and fes satisfy the eo requiere mets<br />
of the integral test, there are protest II) The series of 15 converges if psl and dwerges is pas The integral telt can be applied to<br />
both towergest and divergent series | E. Only Statements I and I are<br />
free<br />
(E) is<br />
correct</p><div class='code-block code-block-3' style='margin: 8px auto; text-align: center; display: block; clear: both;'>
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