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Find the sum of the first four terms of the series. S4= (-1)^(1+3)*1+(-1)^(2+3)*(1)/ (Remember that you can make Webwork do your calculations for you!) Using the alternating series error estimation theorem, find a bound for the magnitude of the error in the above estimation. The absolute value of the difference between $4 and the entire sum is at most: Using your above answers, the value of the entire sum is between $4 and what other number? The sum is between $4 and: #

Find the sum of the first four terms of the series. S4= (-1)^(1+3)*1+(-1)^(2+3)*(1)/ (Remember that you can make Webwork do your calculations for you!) Using the alternating series error estimation theorem, find a bound for the magnitude of the error in the above estimation. The absolute value of the difference between $4 and the entire sum is at most: Using your above answers, the value of the entire sum is between $4 and what other number? The sum is between $4 and: #

College Algebra (MindTap Course List)
College Algebra (MindTap Course List)
12th Edition
ISBN:9781305652231
Author:R. David Gustafson, Jeff Hughes
Publisher:R. David Gustafson, Jeff Hughes
Chapter1: Equations And Inequalities
Section1.CT: Chapter Test
Problem 5CT: Solve for x: z=x.
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I found the first part: s_4 = 0.998094 (partial sum when n=4). I'm not sure I understand what to do for the rest. One screenshot has the series and the other has the remaining questions. Thank you

Find the sum of the first four terms of the series. (-1)^(1+3)*1+(-1)^(2+3)*(1)/ S4 = (Remember that you can make Webwork do your calculations for you!) Using the alternating series error estimation theorem, find a bound for the magnitude of the error in the above estimation. The absolute value of the difference between $4 and the entire sum is at most: Using your above answers, the value of the entire sum is between s4 and what other number? The sum is between $4 and:
Transcribed Image Text:Find the sum of the first four terms of the series. (-1)^(1+3)*1+(-1)^(2+3)*(1)/ S4 = (Remember that you can make Webwork do your calculations for you!) Using the alternating series error estimation theorem, find a bound for the magnitude of the error in the above estimation. The absolute value of the difference between $4 and the entire sum is at most: Using your above answers, the value of the entire sum is between s4 and what other number? The sum is between $4 and:
series an where an n=1 1 n⁹ = = (−1)n+3_
Transcribed Image Text:series an where an n=1 1 n⁹ = = (−1)n+3_
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