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Determine whether the following series converge or diverge. Be sure to name any test (s) used as well as the key details. 1. Σ η=3 2. Σ n=2 8 3. Σ n=1 4. n=l 00 5. Σ n=4 6. Σ n=1 7. Σ n=1 n - Inn - In(Inn) n=1 1 n(Inn)3/2 3η + 2 5η + 3 1 η2 + 9 η? 1 9 (−1)n-1 n1/3 8. Σ(-1)-1¹/3 √n n2 + 2n - 1 COS NT 9. Σ (Inn)2 n=2

Determine whether the following series converge or diverge. Be sure to name any test (s) used as well as the key details. 1. Σ η=3 2. Σ n=2 8 3. Σ n=1 4. n=l 00 5. Σ n=4 6. Σ n=1 7. Σ n=1 n - Inn - In(Inn) n=1 1 n(Inn)3/2 3η + 2 5η + 3 1 η2 + 9 η? 1 9 (−1)n-1 n1/3 8. Σ(-1)-1¹/3 √n n2 + 2n - 1 COS NT 9. Σ (Inn)2 n=2

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Determine whether the following series converge or diverge. Be sure to name any test(s) used as well as the key details. α 1. Σ n=3 2. Σ n=2 3. Σ 4. 5. 6. www 7. n=1 n=4 η= α n=1 1 n. ln n ln(Inn) n=1 1 n(Inn)3/2 3η + 2 5η + 3 1 η2 + 9 (−1)n-1 n1/3 8. Σ(−1)n-¹n¹/3 1 η2 – 9 √n η2 + 2η 00 COS NT 9. Σ (Inn)2 n=2
Transcribed Image Text:Determine whether the following series converge or diverge. Be sure to name any test(s) used as well as the key details. α 1. Σ n=3 2. Σ n=2 3. Σ 4. 5. 6. www 7. n=1 n=4 η= α n=1 1 n. ln n ln(Inn) n=1 1 n(Inn)3/2 3η + 2 5η + 3 1 η2 + 9 (−1)n-1 n1/3 8. Σ(−1)n-¹n¹/3 1 η2 – 9 √n η2 + 2η 00 COS NT 9. Σ (Inn)2 n=2
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