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X (8.) (a.) Determine the power series for f(x) = (2) = 2-X (1-82) = 들을(를) 2-x そ(金)+1 based on Σαπ 1 1-2 n=0 (b.) Given that 1 1+x4 = n=0 1 Σ(-1)Απ use its first three terms to approximate the integral 1 dx 1+x4 Give your answer to six decimal places. Show your work. ~ So (1-x" +x²) dx = = 11/ + वे actual value (TI) N 9 α.9 11111 0.866973 8

X (8.) (a.) Determine the power series for f(x) = (2) = 2-X (1-82) = 들을(를) 2-x そ(金)+1 based on Σαπ 1 1-2 n=0 (b.) Given that 1 1+x4 = n=0 1 Σ(-1)Απ use its first three terms to approximate the integral 1 dx 1+x4 Give your answer to six decimal places. Show your work. ~ So (1-x" +x²) dx = = 11/ + वे actual value (TI) N 9 α.9 11111 0.866973 8

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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Please review and solve problem 8 part 'a' and 'b' and explain how the answer was found. Problem will be attached to this request.

 

 

X (8.) (a.) Determine the power series for f(x) = (2) = 2-X (1-82) = 들을(를) 2-x そ(金)+1 based on Σαπ 1 1-2 n=0 (b.) Given that 1 1+x4 = n=0 1 Σ(-1)Απ use its first three terms to approximate the integral 1 dx 1+x4 Give your answer to six decimal places. Show your work. ~ So (1-x" +x²) dx = = 11/ + वे actual value (TI) N 9 α.9 11111 0.866973 8
Transcribed Image Text:X (8.) (a.) Determine the power series for f(x) = (2) = 2-X (1-82) = 들을(를) 2-x そ(金)+1 based on Σαπ 1 1-2 n=0 (b.) Given that 1 1+x4 = n=0 1 Σ(-1)Απ use its first three terms to approximate the integral 1 dx 1+x4 Give your answer to six decimal places. Show your work. ~ So (1-x" +x²) dx = = 11/ + वे actual value (TI) N 9 α.9 11111 0.866973 8
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