Specify c-1, Co, C₁ and p such that the formula g′(s) ≈ k¯²(c_19(s − k) + cog(s) + C₁g(s + k)) denotes the backward finite difference for the first derivative of g with step size k. Use decimal notation to enter any fractions. Enter c-₁: Enter co: Enter c₁: Enter p:
Specify c-1, Co, C₁ and p such that the formula g′(s) ≈ k¯²(c_19(s − k) + cog(s) + C₁g(s + k)) denotes the backward finite difference for the first derivative of g with step size k. Use decimal notation to enter any fractions. Enter c-₁: Enter co: Enter c₁: Enter p:
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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Transcribed Image Text:Question 2.
Specify c-1, Co, C₁ and p such that the formula
g'(s) ≈ k¯¹(c_19(s − k) + cog(s) + c₁g(s + k))
denotes the backward finite difference for the first derivative of g with step size k.
Use decimal notation to enter any fractions.
Enter c-1:
Enter co:
Enter c₁:
Enter p:
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