PLEASE WRITE THE ACTUAL CODE FOR MATLAB

Implement problem $1,2$ and $3$ of your "Homework $9"$ in MATLAB for $10$ iterations. Your code must print the solution of each

iteration. You should upload both your code and the output for all methods in

separate files.

Part $2$:

We know that $\sqrt[\phantom{2}]{2}$ is the solution for $f(x)=x^2-2=0.$

Problem $1$: $(3$ Points$)$

Approximate this solution using $3$ steps of the Bisection method with the initial

interval $0,4.$ You should solve this part by hand and show your work for all the

steps.

Problem $2$: $(3$ Points$)$

Approximate this solution using $3$ steps of Newton method with initial point $x(0)=$

You should solve this part by hand and show your work for all the steps.

Problem $3$: $(3$ Points$)$

Approximate this solution using $3$ steps of the Secant method with initial point $x(0)$

$=0$ and $x(1)=1.$ You should solve this part by hand and show your work for all the

steps. $(3$ Points$)$