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21 A B C E F H I Find the Taylor series generated by f at a = a. SELECT ALL APPLICABLEC 1 ,a = 3 A) B) f(x) = 6 (х — 3)" (x – 3)n+1 37+1 n-0 37+1 n-0 C) D) (х — 3)m+1 (х — 3)" 3" 3" n-0 n-0

21 A B C E F H I Find the Taylor series generated by f at a = a. SELECT ALL APPLICABLEC 1 ,a = 3 A) B) f(x) = 6 (х — 3)" (x – 3)n+1 37+1 n-0 37+1 n-0 C) D) (х — 3)m+1 (х — 3)" 3" 3" n-0 n-0

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 A D E F G H I Find the Taylor series generated by f at x = a. SELECT ALL APPLICABLE CHOICES A) f(x) 6 B) ,a = 3 (х — 3)" (х — 3)"+1 3n+1 n=0 n=0 3n+1 D) (х — 3)"+1 (х — 3)" 37 3" n=0 n=0
Transcribed Image Text:21 A D E F G H I Find the Taylor series generated by f at x = a. SELECT ALL APPLICABLE CHOICES A) f(x) 6 B) ,a = 3 (х — 3)" (х — 3)"+1 3n+1 n=0 n=0 3n+1 D) (х — 3)"+1 (х — 3)" 37 3" n=0 n=0
28 A B C D E F G I Find the power series representation for f(x). SELECT ALL APPLICABLE CHOICES 1- 5x A) 1 – 5æ + 5æ² – 5x³ B) 1+ 6x – 6x² + 6x³ f(x) 1+ x С) 1 — 6х + 622 6x3 D) 1+ 5x – 5x² + 5x³ 29 A B C D E F G H I Find the Taylor polynomial of order 3 generated SELECT ALL APPLICABLE CHOICES by f at a. A) B) f(x) = x?, a = 4 P3(x) = 16 + 8(x – 4) + (x – 4)² Рэ (т) — 1+ 8(г - 4) + 12(г — 4)? + 16(z — 4)3 C) D) Рз(2) — 16 + 8(ӕ — 4) + 12(ӕ — 4)* + 16(х — 4)* Р:(х) — 1 + 32( — 4) + 192(х — 4)° + 1024(г 4)*
Transcribed Image Text:28 A B C D E F G I Find the power series representation for f(x). SELECT ALL APPLICABLE CHOICES 1- 5x A) 1 – 5æ + 5æ² – 5x³ B) 1+ 6x – 6x² + 6x³ f(x) 1+ x С) 1 — 6х + 622 6x3 D) 1+ 5x – 5x² + 5x³ 29 A B C D E F G H I Find the Taylor polynomial of order 3 generated SELECT ALL APPLICABLE CHOICES by f at a. A) B) f(x) = x?, a = 4 P3(x) = 16 + 8(x – 4) + (x – 4)² Рэ (т) — 1+ 8(г - 4) + 12(г — 4)? + 16(z — 4)3 C) D) Рз(2) — 16 + 8(ӕ — 4) + 12(ӕ — 4)* + 16(х — 4)* Р:(х) — 1 + 32( — 4) + 192(х — 4)° + 1024(г 4)*
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