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2. Find the nth Taylor polynomial centered at the given c. (You can use the tables provided at the back of this assignment.) If no n is specified, the expression is finite. Go until f(n)(x) = 0. 1 = ,n=4,c=1 f(x)=√√x,n=3,c=8 X b. f(x)=x² cos x, n = 3,c= π c. f(x) = x - x³, c = -2 a. f(x):

2. Find the nth Taylor polynomial centered at the given c. (You can use the tables provided at the back of this assignment.) If no n is specified, the expression is finite. Go until f(n)(x) = 0. 1 = ,n=4,c=1 f(x)=√√x,n=3,c=8 X b. f(x)=x² cos x, n = 3,c= π c. f(x) = x - x³, c = -2 a. f(x):

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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2. Find the nth Taylor polynomial centered at the given c. (You can use the tables provided at the back of this assignment.) If no n is specified, the expression is finite. Go until ƒ(n)(x) = 0. f(x)=√√x,n=3,c=8 1 == X a. f(x)==,n=4,c=1 n² b. f(x)=x² cos x, n = 3,c = π c. f(x) = x-x³, c = -2
Transcribed Image Text:2. Find the nth Taylor polynomial centered at the given c. (You can use the tables provided at the back of this assignment.) If no n is specified, the expression is finite. Go until ƒ(n)(x) = 0. f(x)=√√x,n=3,c=8 1 == X a. f(x)==,n=4,c=1 n² b. f(x)=x² cos x, n = 3,c = π c. f(x) = x-x³, c = -2
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