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FINDING MATLAB ILE COCK

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Product Description

In this project, you will write the MATLAB functions that find the chokes of any function with the Secant, Bisection, and Fixed Point Iteration techniques, using the example codes that are delivered to you. In the supplied support MATLAB code, there is a matlab function that finds coke by the Newton-Raphson method as an example. Sample code withdrawal
1) MATLAB command-window cikitis showing inter-iteration error
2) Iteration number-approximation error curve It is expected that the codes you write will give you bezner bikes.

Delivery Requirements
In a zip file
1) The name of the zip file should be: ad_soyad_no_proje_1.zip. There will be two folders in the zip file. The folder names should be: “/ src”, and “/ docs”. (The sample zip file given to you is given here.)

2) All of the matlab codes in the “/ src” folder, func- tion codes. A full score is required for the desired job. At the end of the project, it is requested that all buton methods should be compared with the performance of iteration and error on the same gure. In this comparison, starting from the same point on the iterations will be appropriate for a fair comparison. A MATLAB script such as Basic main.m should run without any problems.

3) In the “/ docs” class, the bikes are reported with a maximum of 2 pages of word document, minimum font 10 / arial, and minimum margins 1cm (top, bottom and side margins). The report will not have a cover page, it is sufficient to have a first name, surname, no at the top of the first page. The report should be short and accurate, the summarization of the results, the performance of the tested algorithms should be compared to the exact one. In the end, it must be declared that the technique is to be used. In figures, more than one curve, more than one algorithm result can be added to a single fi gure. Hold all, and the plot command can use features such as different colors, markers, line drawings. Legend command should be used
4) As an example, all the following equations will be found.

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