Use the comparison test or the limit comparison test to determine whether the following series converges. #100=1n² +8a. Comparison test with 1.5 Shows the series diverges.n'ทะเb. limit comparison test withf. comparison test withn=1{n'n=1kc. limit comparison test with nº.5 shows the series diverges.PMB1.5noid. comparison test with {n1.5 shows the series converges.e. comparison test with {=ทะเnº.5Shows the series converges.no.5Shows the series Converges.Shows the series diverges.

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#10 M8 0=1 n² +8 a. Comparison test with 1.5 Shows the series diverges. n' b. limit comparison test with { n' 1.5 n=1 ทะเ ∞ f. comparison test with k c. limit comparison test with nº nº.5 n=1 Shows the series converge n=1 shows the series dive d. comparison test with 1.5 shows the series converg e. comparison test with { = shows the series conver ทะเ nº.5 K 2.5 Shows the series du di no.5 h=1

#10 M8 0=1 n² +8 a. Comparison test with 1.5 Shows the series diverges. n' b. limit comparison test with { n' 1.5 n=1 ทะเ ∞ f. comparison test with k c. limit comparison test with nº nº.5 n=1 Shows the series converge n=1 shows the series dive d. comparison test with 1.5 shows the series converg e. comparison test with { = shows the series conver ทะเ nº.5 K 2.5 Shows the series du di no.5 h=1

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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