Compute the degree 4 Taylor polynomial of f() = + sín(a) centred at = - T. O 1 (- 4) - m(e +7)+ ( +, m° - (+ 3 1 (* + 7)° (* + o2 - (T- 1)(a + 1 ㅠ) + (2 + 끼)2 1. (* + 1 (* + 1 (* + T)* 1 + (0 + T) + (* + 7) 6 2. 1 (* + 1 T) + T(* + 1 (* + 24 1 T) + O 1 48 O None of the others
Compute the degree 4 Taylor polynomial of f() = + sín(a) centred at = - T. O 1 (- 4) - m(e +7)+ ( +, m° - (+ 3 1 (* + 7)° (* + o2 - (T- 1)(a + 1 ㅠ) + (2 + 끼)2 1. (* + 1 (* + 1 (* + T)* 1 + (0 + T) + (* + 7) 6 2. 1 (* + 1 T) + T(* + 1 (* + 24 1 T) + O 1 48 O None of the others
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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Question
![1.
Compute the degree 4 Taylor polynomial of f() = * + sin(a) centred at * =
T.
3
1.
(* +
1.
( – 4) – T(2 +
T) +
-
24
1
1.
- (T – 1)(» +
끼) + (a + 끼)2
6
-1+ (* +
1
T) +
(* +
(* + T)
(* + T)*
24
1
(* +
1
T(* + T) +
4
+(2+
T)' +
48
O None of the others](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F1de5899e-bbaa-4d6d-a961-820640279905%2F38bbfd6b-2802-45bd-afa7-7c3f4afab1a9%2Foaoeiw_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1.
Compute the degree 4 Taylor polynomial of f() = * + sin(a) centred at * =
T.
3
1.
(* +
1.
( – 4) – T(2 +
T) +
-
24
1
1.
- (T – 1)(» +
끼) + (a + 끼)2
6
-1+ (* +
1
T) +
(* +
(* + T)
(* + T)*
24
1
(* +
1
T(* + T) +
4
+(2+
T)' +
48
O None of the others
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