need your kind help with more details and reasoning. Finite-difference formulations:1) Develop the forward-difference representation for the second-partialderivativewhich is of order O(Ax?) by means of Taylor seriesax?expansion,2) Develop the backward-difference representation for the third-partiala3fderivativeax3which is of order O(Ax) by means of a backward-recurrence formula.

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Finite-difference formulations: 1) Develop the forward-difference representation for the second-partial derivative which is of order O(Ax2) by means of Taylor series expansion, 2) Develop the backward-difference representation for the third-partial a3f which is of order O(4x) by means of a backward- Əx3 derivative recurrence formula.

Finite-difference formulations: 1) Develop the forward-difference representation for the second-partial derivative which is of order O(Ax2) by means of Taylor series expansion, 2) Develop the backward-difference representation for the third-partial a3f which is of order O(4x) by means of a backward- Əx3 derivative recurrence formula.

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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