Which of the following is the Taylor series expansion about * = 1 of arctan x ? O arctan æ x – 1) – (x – 1)² + H.O.T. O arctan z 4 글(-1) + (2-1)" + H.O.T. (x) O arctan a = 4 :(x – 1) – (x – 1)² + H.O.T. O arctan æ (2 – 1) - (2 – 1)° + H.O0.T. O arctanæ 4 (x – 1) + (x – 1)² + H.O.T. (a – 1) +(2 – 1)° + H.O.T. O arctan z = +

Calculus: Early Transcendentals
8th Edition
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Author:James Stewart
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Chapter1: Functions And Models
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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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Which of the following is the Taylor series expansion about
* = 1 of arctan x ?
O arctan æ
x – 1) – (x – 1)² + H.O.T.
O arctan z
4
글(-1) + (2-1)" + H.O.T.
(x)
O arctan a =
4
:(x – 1) – (x – 1)² + H.O.T.
O arctan æ
(2 – 1) - (2 – 1)° + H.O0.T.
O arctanæ
4
(x – 1) + (x – 1)² + H.O.T.
(a – 1) +(2 – 1)° + H.O.T.
O arctan z =
+
Transcribed Image Text:Which of the following is the Taylor series expansion about * = 1 of arctan x ? O arctan æ x – 1) – (x – 1)² + H.O.T. O arctan z 4 글(-1) + (2-1)" + H.O.T. (x) O arctan a = 4 :(x – 1) – (x – 1)² + H.O.T. O arctan æ (2 – 1) - (2 – 1)° + H.O0.T. O arctanæ 4 (x – 1) + (x – 1)² + H.O.T. (a – 1) +(2 – 1)° + H.O.T. O arctan z = +
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