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Approximate the value of f'(4.645) if f(x) = %3D In(3x)+sin(5x - 4) - 3 Using Centered Differencing. h = 0.002 %3D 4.86693212 4.876145534 -4.629511341 -4.673166844

Approximate the value of f'(4.645) if f(x) = %3D In(3x)+sin(5x - 4) - 3 Using Centered Differencing. h = 0.002 %3D 4.86693212 4.876145534 -4.629511341 -4.673166844

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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中区 D w SA Q• Search in Document Draw Design Layout References Mailings Review View alibri (Body) 12 A A- - abe X2 x? Styles Approximate the value of f'(4.645) if f(x) = In(3x)+sin(5x - 4) - 3 Using Centered Differencing. h = 0.002 O 4.86693212 O 4.876145534 O -4.629511341 O -4.673166844 II
Transcribed Image Text:中区 D w SA Q• Search in Document Draw Design Layout References Mailings Review View alibri (Body) 12 A A- - abe X2 x? Styles Approximate the value of f'(4.645) if f(x) = In(3x)+sin(5x - 4) - 3 Using Centered Differencing. h = 0.002 O 4.86693212 O 4.876145534 O -4.629511341 O -4.673166844 II
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