12. Given the function f(x)= **)Cos(x) , find the value of the first derivative at x = 2 . sin(x) (a) Use analytical differentiation by hand. (b) Use the four-point central difference formula with x_2 = 1.96 , x¡-1 = 1.98 , x+1= 2.02 , and X;+2 = 2.04 . %3D

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Numerical Methods:

 

(x2+ /x)cos(x) . find the value of the first derivative at x = 2.
sin(x)
12.
Given the function f(x) =
(a) Use analytical differentiation by hand.
(b) Use the four-point central difference formula with x,_2 = 1.96 , x_1 = 1.98 , x+1 = 2.02 , and
Xi+2 = 2.04 .
Transcribed Image Text:(x2+ /x)cos(x) . find the value of the first derivative at x = 2. sin(x) 12. Given the function f(x) = (a) Use analytical differentiation by hand. (b) Use the four-point central difference formula with x,_2 = 1.96 , x_1 = 1.98 , x+1 = 2.02 , and Xi+2 = 2.04 .
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