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22. Approximate the curve cos (3x) + 2 with a Maclaurin polynomial. A. 2-(3x)² +2+ (3x)² +2 + 4 3-(3x)²+2+ (3x)*+2+ + ... B. C. 2-(3x)²+(3x) + ... 3-(3x)² + (3x) + ... D. E. 2-3²+)+ + ...

22. Approximate the curve cos (3x) + 2 with a Maclaurin polynomial. A. 2-(3x)² +2+ (3x)² +2 + 4 3-(3x)²+2+ (3x)*+2+ + ... B. C. 2-(3x)²+(3x) + ... 3-(3x)² + (3x) + ... D. E. 2-3²+)+ + ...

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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21. Which test is inconclusive for this series? A. Integral Test B. p-Series Test C. Comparison Test D. All of the Above E. None of the Above 22. Approximate the curve cos (3x) +2 with a Maclaurin polynomial. - 2 4 B. A. 2 – 3x) + 2 + (31) + 2 + 3 – C. 2 – 3x) + 3x) + ……. - ... =1 D. 3 – (32) + (31) - 21 E. A. B. (3x)² +2+ (3x)² +2+. 2! 4! 23. Write a Taylor Series in summation notation for the function f(x) = centered at x = 1. S --(x-1)" C. + ... 2-(3x)²+(3x) + 2! (-1)" 2" ... (1) 2"+1 (x-1)" (-1) (2n)! (x-1)" ... D. - x - 1 E. 1 x 1) 2n!
Transcribed Image Text:21. Which test is inconclusive for this series? A. Integral Test B. p-Series Test C. Comparison Test D. All of the Above E. None of the Above 22. Approximate the curve cos (3x) +2 with a Maclaurin polynomial. - 2 4 B. A. 2 – 3x) + 2 + (31) + 2 + 3 – C. 2 – 3x) + 3x) + ……. - ... =1 D. 3 – (32) + (31) - 21 E. A. B. (3x)² +2+ (3x)² +2+. 2! 4! 23. Write a Taylor Series in summation notation for the function f(x) = centered at x = 1. S --(x-1)" C. + ... 2-(3x)²+(3x) + 2! (-1)" 2" ... (1) 2"+1 (x-1)" (-1) (2n)! (x-1)" ... D. - x - 1 E. 1 x 1) 2n!
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