4. The series 10 5n² 3n²+1 (a) is Absolutely Convergent (b) is Conditionally Convergent, but not Absolutely Convegent (c) is Divergent (d) None of these are correct 5. The series (n + 1)² n! n=1 (a) is Absolutely Convergent (b) is Conditionally Convergent, but not Absolutely Convegent (c) is Divergent (d) None of these are correct 6. The series (1) *** n ln(n) n=8 *** (a) is Absolutely Convergent (b) is Conditionally Convergent, but not Absolutely Convegent (c) is Divergent (d) None of these are correct
4. The series 10 5n² 3n²+1 (a) is Absolutely Convergent (b) is Conditionally Convergent, but not Absolutely Convegent (c) is Divergent (d) None of these are correct 5. The series (n + 1)² n! n=1 (a) is Absolutely Convergent (b) is Conditionally Convergent, but not Absolutely Convegent (c) is Divergent (d) None of these are correct 6. The series (1) *** n ln(n) n=8 *** (a) is Absolutely Convergent (b) is Conditionally Convergent, but not Absolutely Convegent (c) is Divergent (d) None of these are correct
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.3: Geometric Sequences
Problem 81E
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