Suppose 8 3n f(x) = n! (x - 7) n n=0 7 To determine So f(x) dx to within 0.0001, it will be necessary to add the first I terms of the series. [ [ f(x) dx = (Enter the answer accurate to four decimal places)

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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Suppose
∞ 3
f(x) = Σ
Σ³ (2
- (x − 7)”
n!
n=0
7
To determine
f(a) da to within 0.0001, it will be necessary to add the first
6.9
I
terms of the series.
7
[ [
f(x) dx =
6.9
A
#
3
с
54
$
%
55
(Enter the answer accurate to four decimal places)
M
O
✓
<
6
7
*
8
O
9
Transcribed Image Text:Suppose ∞ 3 f(x) = Σ Σ³ (2 - (x − 7)” n! n=0 7 To determine f(a) da to within 0.0001, it will be necessary to add the first 6.9 I terms of the series. 7 [ [ f(x) dx = 6.9 A # 3 с 54 $ % 55 (Enter the answer accurate to four decimal places) M O ✓ < 6 7 * 8 O 9
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