1 2 4 6. Question 2 For a function f(x), the Newton divided differences table is given by fox foxx f[xo] = A 0.0 X1= f[x1] = B f[xo, X1] = C 0.2 X2 = f[x2] = f[x1, x2) f(Xo. X1, X2] = E 0.4 31 70 X3 = f[x3] = f(x2, xa] = f(X1, X2, X3] = f[Xo. X1, X2, Xa] = 0.6 51 150 187 Find the values of missing entries A, B, C, D and E ih the table and construct the third order Newton's interpolating polynomial. Use the resulting third order polynomial to approximate f(0.3). Your answer: O 54.88 O 23.061 O 6.024 O 5.8256 O none of the above Clear answer Back Next PAIISE test 99+ 立
1 2 4 6. Question 2 For a function f(x), the Newton divided differences table is given by fox foxx f[xo] = A 0.0 X1= f[x1] = B f[xo, X1] = C 0.2 X2 = f[x2] = f[x1, x2) f(Xo. X1, X2] = E 0.4 31 70 X3 = f[x3] = f(x2, xa] = f(X1, X2, X3] = f[Xo. X1, X2, Xa] = 0.6 51 150 187 Find the values of missing entries A, B, C, D and E ih the table and construct the third order Newton's interpolating polynomial. Use the resulting third order polynomial to approximate f(0.3). Your answer: O 54.88 O 23.061 O 6.024 O 5.8256 O none of the above Clear answer Back Next PAIISE test 99+ 立
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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Question 2
For a function f(x), the Newton divided differences table is given by
Xk
fox
ftx1 X
f(x2 X
Xo =
f[xo] = A
0.0
X =
f[x1] = B f[Xo, X1] = C
0.2
X2 =
f(x2] = f(x1, x2] =
F(Xo. X1, X2] = E
0.4
31
70
f[x3] =
51
f[x2, X3] = f[X1, X2, X3] =
150
X3 =
f[Xo, X1, X2, X3) =
%3D
0.6
187
Find the values of missing entries A, B, C, D and E ih the table and construct the third order Newton's interpolating polynomial. Use the resulting third order
polynomial to approximate f(0.3).
Your answer:
O 54.88
O 23.061
O 6.024
O 5.8256
O none of the above
Clear answer
Back
Next
PAIISA test
99+
47°F Sunny-
144
TRIY
411
404
X
ED
%24
5n
6
7.
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Transcribed Image Text:Otesi - Oyunbozan (s X
C Get Homework Help With Cheg x G gle - i yall ubll yall X
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.
Question 2
For a function f(x), the Newton divided differences table is given by
Xk
fox
ftx1 X
f(x2 X
Xo =
f[xo] = A
0.0
X =
f[x1] = B f[Xo, X1] = C
0.2
X2 =
f(x2] = f(x1, x2] =
F(Xo. X1, X2] = E
0.4
31
70
f[x3] =
51
f[x2, X3] = f[X1, X2, X3] =
150
X3 =
f[Xo, X1, X2, X3) =
%3D
0.6
187
Find the values of missing entries A, B, C, D and E ih the table and construct the third order Newton's interpolating polynomial. Use the resulting third order
polynomial to approximate f(0.3).
Your answer:
O 54.88
O 23.061
O 6.024
O 5.8256
O none of the above
Clear answer
Back
Next
PAIISA test
99+
47°F Sunny-
144
TRIY
411
404
X
ED
%24
5n
6
7.
V.
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