cos (k) Use the Comparison Test for Convergence or Divergence to determine whether the series E by comparing it with E ak- converges or diverges K+1 Choose the series comparing with which it is possible to determine whether the series cos (k) converges or diverges. Zk=1 +1 Lk=1 diverges Lk=1 diverges Lk=1 diverges E=1 converges E-1 cos (k), diverges E=1 2, converges Zk=1 E cos (k), converges E=1 2 converges

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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Use the Comparison Test for Convergence or Divergence to determine whether the series E
cos (k)
converges or diverges
P+1
by comparing it with 1 ak-
Choose the series comparing with which it is possible to determine whether the series
cos (k)
converges or diverges.
k+1
L=1 , diverges
diverges
E-1, diverges
k'
2k=1 converges
E cos (k), diverges
E1 , converges
E, cos (k), converges
k%3D1
E=1, converges
Transcribed Image Text:Use the Comparison Test for Convergence or Divergence to determine whether the series E cos (k) converges or diverges P+1 by comparing it with 1 ak- Choose the series comparing with which it is possible to determine whether the series cos (k) converges or diverges. k+1 L=1 , diverges diverges E-1, diverges k' 2k=1 converges E cos (k), diverges E1 , converges E, cos (k), converges k%3D1 E=1, converges
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