Consider the function f (x) sin xr+x. Using the following centered fifth-point formula of the first derivative: f'(x) = 12h /Cx-2h)-8/(x-h) +8f (xo + h)-f(xo+ 2h)] then the approximation of f'(0) with h 0.1 is: 2.9999 0.9998 O This option This option 3.9999 None of the answers This option This option

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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nc6F8qIChDGK31d19-Z1-6kNFORSoq2DoGipFLT8U2Z4Ndg/formResponse
This option
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Consider the function f(x) sin x+x. Using the following centered fifth-point formula
of the first derivative:
f'(x)
I/x-2h)-8/(xo-h) +8f (xo + h)-f(xo+ 2h)]
12h
then the approximation of f'(0) with h 0.1 is:
2.9999
0.9998
This option
This option
3.9999
None of the answers
This option
This option
Question
Transcribed Image Text:nc6F8qIChDGK31d19-Z1-6kNFORSoq2DoGipFLT8U2Z4Ndg/formResponse This option This option Question* Consider the function f(x) sin x+x. Using the following centered fifth-point formula of the first derivative: f'(x) I/x-2h)-8/(xo-h) +8f (xo + h)-f(xo+ 2h)] 12h then the approximation of f'(0) with h 0.1 is: 2.9999 0.9998 This option This option 3.9999 None of the answers This option This option Question
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