Q2: Suppose that the Taylor series for a function is 1 S(x) = x+ニx+ニx+ 2" 3 4 And g(x)=1–x² +x' キ consider F(x)= f(x) – xg(x), find the multiplicity of the root x=0.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section: Chapter Questions
Problem 22RE
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Q2: Suppose that the Taylor series for a function is
1
f(x) = x +
2
1
3
1
7
+..
5
+ -
+
3
4
And
g(x)=1-x² + x* – x° +..
consider F(x)= f(x)– xg(x), find the multiplicity of the root x=0.
Q3: The following table lists the values of f(x) = Vx accurate to the places given, xe 1.2,1.6|
Xị
F(x;)
1.2
1.095
1.4
1.183
1.6
1.265
a) Use Nevill's method to approximate f(1.5).
b) Find the actual error.
ENG
W
اكتب هنا ل لبحث
A
II
---
...
Transcribed Image Text:assig2(num) – Saved مدرسة بنات جمال عبد الناصر. . . File Home Insert Draw Layout Review View Share В I U ab A. Heading 1 Heading 2 Times New Ro 12 Normal Q2: Suppose that the Taylor series for a function is 1 f(x) = x + 2 1 3 1 7 +.. 5 + - + 3 4 And g(x)=1-x² + x* – x° +.. consider F(x)= f(x)– xg(x), find the multiplicity of the root x=0. Q3: The following table lists the values of f(x) = Vx accurate to the places given, xe 1.2,1.6| Xị F(x;) 1.2 1.095 1.4 1.183 1.6 1.265 a) Use Nevill's method to approximate f(1.5). b) Find the actual error. ENG W اكتب هنا ل لبحث A II --- ...
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