(1.) Q) ∞ Let Σ an (x + 1)" be a power series that is whose radius of convergence is 4. n=0 Circle the correct choice regarding its convergence at the following values of x. (a.) x=-1 center converges diverges not enough information to tell (b.) x = 3 Endpoint, converges diverges not enough information to tell (c.) x = 4 out of internal converges diverges not enough information to tell B) (a.) x = −1 converges diverges (b.) x = 0 converges diverges not enough information to tell (c.) x = 1 converges diverges not enough information to tell ∞ Let f(x) = bmx be a series that is convergent on I = [−1,1). n=0 Circle the correct choice regarding the convergence of f'(x) at the following values: not enough information to tell

(1.) Q) ∞ Let Σ an (x + 1)" be a power series that is whose radius of convergence is 4. n=0 Circle the correct choice regarding its convergence at the following values of x. (a.) x=-1 center converges diverges not enough information to tell (b.) x = 3 Endpoint, converges diverges not enough information to tell (c.) x = 4 out of internal converges diverges not enough information to tell B) (a.) x = −1 converges diverges (b.) x = 0 converges diverges not enough information to tell (c.) x = 1 converges diverges not enough information to tell ∞ Let f(x) = bmx be a series that is convergent on I = [−1,1). n=0 Circle the correct choice regarding the convergence of f'(x) at the following values: not enough information to tell

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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