(-1)*+1 Vn 00 We would like to estimate the sum L of the series > n=1 with a partial sum Sn : L - Sn · If we want to guarantee that the error (between the actual and the estimated sum) is less than 0.01 , what is the smallest value of n according to Theorem 16 on Page 620, that we should use in our estimate?

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.1: Infinite Sequences And Summation Notation
Problem 73E
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(-1)"+1
Vn
00
We would like to estimate the sum L of the series >
n=1
with a partial sum Sn :
L - Sn ·
If we want to guarantee that the error (between the actual and the
estimated sum) is less than 0.01 , what is the smallest value of n
, according to Theorem 16 on Page 620, that we should use in
our estimate?
99
999
O 9,999
O 99,999
Transcribed Image Text:(-1)"+1 Vn 00 We would like to estimate the sum L of the series > n=1 with a partial sum Sn : L - Sn · If we want to guarantee that the error (between the actual and the estimated sum) is less than 0.01 , what is the smallest value of n , according to Theorem 16 on Page 620, that we should use in our estimate? 99 999 O 9,999 O 99,999
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