Using EXCEL, find the root of the following nonlinear equations by (a) Newton's Method (xo = 0) and (b) Bisection Method (e = 0.00001). Place all details in your EXCEL file (i.e. transformed equation, initial estimated value, etc.) %3D %3D 1. х — е х — 0 ; [0, 1]

Using EXCEL, find the root of the following nonlinear equations by (a) Newton's Method (xo = 0) and (b) Bisection Method (e = 0.00001). Place all details in your EXCEL file (i.e. transformed equation, initial estimated value, etc.) %3D %3D 1. х — е х — 0 ; [0, 1]

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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Question

Using EXCEL, find the root of the following nonlinear equations by (a) Newton’s Method (x0 = 0) and (b) Bisection Method (e = 0.00001). Place all details in your EXCEL file (i.e. transformed equation, initial estimated value, etc.)

Using EXCEL, find the root of the following nonlinear equations by (a) Newton's Method (xo
= 0) and (b) Bisection Method (e = 0.00001). Place all details in your EXCEL file (i.e.
transformed equation, initial estimated value, etc.)
; [0, 1]
; [0, 2]
; [2, 3]
; [0, 2]
1. х — е * —D 0
2. sinh x + 2x – 5 = 0
-
3. tanh x —
2x + 5 = 0
-
4. x2 – sin x – 1 = 0

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