Task $10.$SOLVE IN MATLAB!

Dont use this!!!: function FixedPointMethod$()$

$\%$ Interval and tolerance

x$0\_$left $=0$;

x$0\_$right $=2$;

tol $=1$e$-12$;

max$\_$iter $=100$;

USE SIMPLE IF AND WHILE FUNCTION TO CHECK ALL PARTS!!!!

Write scripts in Matlab with algorithms that solve a nonlinear equation with one unknown using the following methods:

$2.$Fixed point method.

Function: f$($x$)=2*$x$4-15*$x$2+5*$x $+5($you can use diefrentitation to define g$($x$)$ function$)$

$$Interval: $[0,2]$

Tolerance: $1$e$-12$

$$Maximum number of iterations: $100$

Scripts should print: PLEASE PRINT ALL ITERATIONS, NOT ONLY IF ITs CONVEREGNTED

a$)$the solution, i$.$e$.$the zero$-$point x$0$

frpintf $($please print this$)$

b$)$f$($x$0)$

fprintf$($print this$)$

c$)$the required number of iterations until convergence to the given tolerance with a corresponding message.

fprintf$()>$ print all previous iterations not just end solution

d$)$If convergence is not achieved within the given maximum number of iterations $$it is necessary to print the last value of the solution x$0$and f$($x$0),$along with a corresponding message.

The fixed point method needs to be run on both sides of the given interval. $->$ please solve all in one code, maybe left an right..

Thanks