Question

SOMEONE, PLEASE ANSWER

This is for Numerical Methods class homework

Consider the function *e ^{x} + x -
7*

Find an approximation of the root of f(x) with an absolute error
less than 0.001 using **Newton’s method**

*Please plot the function to choose an initial guess and
conduct as many iterations as needed until you reach the specified
error*

Answer #1

Using Matlab
1. Give the flowchart for finding the root of the
function f(x) = [tanh(x-2)] [sin(x+3)+2]
with the following methods (6 significant figures
required):
a) Modified Regula Falsi (Choose two reasonable integers
as your initial upper and lower bounds)
b) Newton’s Method (Choose one reasonable integer as
your initial guess for the root)

Can someone please edit my code so that it satisfies the
assignments' requirements?
I pasted the codes below.
Requirement:
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