(-1)" 22n + 1) The Maclaurin series expansion of tan-r is given by tan-r = 2n+1 for r€ (-1, 1) Utilize the 6th degree of the Maclaurin polynomial for (G). (). a tan-r to approximate tan *For the final answer: write it in a single fraction and simplified to its lowest terms

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.2: Arithmetic Sequences
Problem 67E
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f(2022) (0)
3) Solve for the following equation:
(-1)"
The Maclaurin series expansion of tan-r is given by tanr =E2+1
n+l for z € (-1,1)
Utilize the 6th degree of the Maclaurin polynomial for
x tan-1r to approximate ()
tan
*For the final answer: write it in a single fraction and simplified to its lowest terms
Transcribed Image Text:f(2022) (0) 3) Solve for the following equation: (-1)" The Maclaurin series expansion of tan-r is given by tanr =E2+1 n+l for z € (-1,1) Utilize the 6th degree of the Maclaurin polynomial for x tan-1r to approximate () tan *For the final answer: write it in a single fraction and simplified to its lowest terms
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