(a) Compute s3 (the 3rd partial sum) of s = 83 7.25 71=1 Note: if giving a decimal approximation to this part, you may need to enter more digits than usual. (c) Use n = 3 and 16 3n¹ (b) Estimate the error in using 83 as an approximation of the sum of the series (i.e. use Estimate= 0.0658436 to find a better estimate of the sum: 7 8n + for f(x) dx ≤ 8 ≤ 3₂ + n+1 ≤8≤ 7 •f f(z) dz ≥ R₁): Note give each answer accurate to (at least) five decimal places. f(x) dx
(a) Compute s3 (the 3rd partial sum) of s = 83 7.25 71=1 Note: if giving a decimal approximation to this part, you may need to enter more digits than usual. (c) Use n = 3 and 16 3n¹ (b) Estimate the error in using 83 as an approximation of the sum of the series (i.e. use Estimate= 0.0658436 to find a better estimate of the sum: 7 8n + for f(x) dx ≤ 8 ≤ 3₂ + n+1 ≤8≤ 7 •f f(z) dz ≥ R₁): Note give each answer accurate to (at least) five decimal places. f(x) dx
Chapter8: Sequences, Series,and Probability
Section8.1: Sequences And Series
Problem 9ECP: For the series i=1510i find (a) the fourth partial sum and (b) the sum. Notice in Example 9(b) that...
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Transcribed Image Text:(a) Compute s3 (the 3rd partial sum) of s =
83 7.25
71=1
Note: if giving a decimal approximation to this part, you may need to enter more digits than usual.
(c) Use n = 3 and
16
3n¹
(b) Estimate the error in using 83 as an approximation of the sum of the series (i.e. use
Estimate= 0.0658436
to find a better estimate of the sum:
7
8n +
for f(x) dx ≤ 8 ≤ 3₂ +
n+1
≤8≤ 7
•f f(z) dz ≥ R₁):
Note give each answer accurate to (at least) five decimal places.
f(x) dx
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