100 4. If En=1 an converges absolutely, then n=1 an converges conditionally (C). 1 For p > 1, the root test applied to Ln=1 n is inconclusive (C). 5.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.2: Exponents And Radicals
Problem 87E
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4.
If En=1 an converges absolutely, then n=1 an converges conditionally (C).
1
5.
For p > 1, the root test applied to -1
is inconclusive (C).
n=1 nº
Transcribed Image Text:4. If En=1 an converges absolutely, then n=1 an converges conditionally (C). 1 5. For p > 1, the root test applied to -1 is inconclusive (C). n=1 nº
Determine whether each of the following statements are true or false.
If true, please explain why.
If false, explain why or give a counterexample (whichever is appropriate). Recall that a
counterexample is a specific example which shows that a statement is false. So, if I said, "All
numbers are even", you would say this statement is false and remark that "3" is a
counterexample.
No points will be award for a correct answer without a correct explanation/counterexample
for questions 1-5. For questions 6-10, no explanation is required.
I have put a (C) at the end of each question which requires a counterexample if the
statement is false.
Transcribed Image Text:Determine whether each of the following statements are true or false. If true, please explain why. If false, explain why or give a counterexample (whichever is appropriate). Recall that a counterexample is a specific example which shows that a statement is false. So, if I said, "All numbers are even", you would say this statement is false and remark that "3" is a counterexample. No points will be award for a correct answer without a correct explanation/counterexample for questions 1-5. For questions 6-10, no explanation is required. I have put a (C) at the end of each question which requires a counterexample if the statement is false.
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