3. A table of values for f(x) is: f(x) 0.0 100 110 3.0 120 0.0 130 1.0 Use cubic interpolation to estimate f(125). (メ-l0)(メー120-130) (110-100)(110-120 XIl0-130) (x-T0) (x-110)(x-20) (130-70) (130-116) (130-20) (25) (s)(-s) (25) (15)(S) = 3 + -3780 O3 Cr2s) GO0- (30) (20)(/0) - 0, 625 4. If it is known that |fiv (x)| < 0.001 for all a, obtain a reasonable bound on the error in your estimate of f(125) in problem 3. 三 24 s pool (25)(15)(S)(-s) =0,3906
3. A table of values for f(x) is: f(x) 0.0 100 110 3.0 120 0.0 130 1.0 Use cubic interpolation to estimate f(125). (メ-l0)(メー120-130) (110-100)(110-120 XIl0-130) (x-T0) (x-110)(x-20) (130-70) (130-116) (130-20) (25) (s)(-s) (25) (15)(S) = 3 + -3780 O3 Cr2s) GO0- (30) (20)(/0) - 0, 625 4. If it is known that |fiv (x)| < 0.001 for all a, obtain a reasonable bound on the error in your estimate of f(125) in problem 3. 三 24 s pool (25)(15)(S)(-s) =0,3906
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
Answer is given BUT need full detailed steps and
process since I don't understand the concept.
![3. A table of values for f(x) is:
f(x)
0.0
100
110
3.0
120
0.0
130
1.0
Use cubic interpolation to estimate f(125).
Po«) = -w(x-1206-130)
(l10-100) Io-130)
(x-T0) (x110)(x-1o)
(13070)(130-1)(130-20)
to
(25) (s)F-s)
3 +
(o) Ho) F20)
(25) (15)(S)
(30)(20) (/0)
-3750
Go00
- 0, 625
4. If it is known that |fiv(x)| < 0.001 for all x, obtain a reasonable bound
on the error in your estimate of f(125) in problem 3.
ニ
24
0,3906
24](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fcb460c0c-d029-4e90-a450-1d82490780a1%2Fc2286f10-e422-4039-9214-cb2ccb0b8e85%2Fk3x1n0y_processed.jpeg&w=3840&q=75)
Transcribed Image Text:3. A table of values for f(x) is:
f(x)
0.0
100
110
3.0
120
0.0
130
1.0
Use cubic interpolation to estimate f(125).
Po«) = -w(x-1206-130)
(l10-100) Io-130)
(x-T0) (x110)(x-1o)
(13070)(130-1)(130-20)
to
(25) (s)F-s)
3 +
(o) Ho) F20)
(25) (15)(S)
(30)(20) (/0)
-3750
Go00
- 0, 625
4. If it is known that |fiv(x)| < 0.001 for all x, obtain a reasonable bound
on the error in your estimate of f(125) in problem 3.
ニ
24
0,3906
24
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