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A. (x – π) - Β. (πχ) - - (x-π)3 3! + (πχ)3 (πχ)5 3! 5! + (x-π)2 2! C. (x – π) + (πχ)2 D. -1+ E. -1+ 2! (x-π)2 2! (χ-π)5 5! - (x-π)4 4! (πχ)4 4! (χ−π)4 4!

A. (x – π) - Β. (πχ) - - (x-π)3 3! + (πχ)3 (πχ)5 3! 5! + (x-π)2 2! C. (x – π) + (πχ)2 D. -1+ E. -1+ 2! (x-π)2 2! (χ-π)5 5! - (x-π)4 4! (πχ)4 4! (χ−π)4 4!

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.3: Geometric Sequences
Problem 49E
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The first three nonzero terms of the Taylor series for f(x) = cos x centered at a = π are (x-1)³ A. (x-π) - (x-1)5 3! 5! Β. (πχ) + (x-1)²2 C. (x-π) + 2! (πχ)2 D. -1 + 2! (x-π)² E. −1+ 2! + (x)3 (πχ)5 3! 5! (x-7) 4 4! (πχ)4 4! (x-π)4 4!
Transcribed Image Text:The first three nonzero terms of the Taylor series for f(x) = cos x centered at a = π are (x-1)³ A. (x-π) - (x-1)5 3! 5! Β. (πχ) + (x-1)²2 C. (x-π) + 2! (πχ)2 D. -1 + 2! (x-π)² E. −1+ 2! + (x)3 (πχ)5 3! 5! (x-7) 4 4! (πχ)4 4! (x-π)4 4!
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