.(NUMERICAL ANALYSIS) 13 -f(x) Consider the table. Which one is correct about112f'(x) at the point x = 2 if h=1.2(two points approximation)18424a)f'(2)= 3 by central difference methodb)f'(2)= 13 by central difference methodc) O f'(2)= 3 by Backward difference methodd) O f'(2)= -7 by forward difference methode)f'(2)= 3 by Forward difference method3.

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Description: .(NUMERICAL ANALYSIS) 13 -f(x) Consider the table. Which one is correct about112f'(x) at the point x = 2 if h=1.2(two points approximation)18424a)f'(2)= 3 by central difference methodb)f'(2)= 13 by central difference methodc) O f'(2)= 3 by Backward d

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13 - f(x) Consider the table. Which one is correct about 1 12 f'(x) at the point x = 2 if h=1. 2 (two points approximation) 3 18 4 24 a) f'(2)= 3 by central difference method b) O f'(2)= 13 by central difference method c) O f'(2)= 3 by Backward difference method d) f'(2)= -7 by forward difference method e) f'(2)= 3 by Forward difference method

13 - f(x) Consider the table. Which one is correct about 1 12 f'(x) at the point x = 2 if h=1. 2 (two points approximation) 3 18 4 24 a) f'(2)= 3 by central difference method b) O f'(2)= 13 by central difference method c) O f'(2)= 3 by Backward difference method d) f'(2)= -7 by forward difference method e) f'(2)= 3 by Forward difference method

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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