Hello would you help me with the programming part in mathlab please . Also checking If a did a good procedure on my exercise. Thank you so much

I just want that you answer my questions please thank you so much

ignore the handwriting part please just answer my question

this is what I need the programming part on mathlab

points Use Fixed-point theorem 2.3 to show that g(x) = -x has a unique fixed point on 0,1]. cu (programming) Write a program of fixed-point iteration method and use your progran find a solution accurate to within 10-2. 1=-1 is the only root intend. Therefae, the method converges to X=4. of the pacten in In this roblen 2 a) g(x264x 9:[0, 1] [90), 90.)] = [1,0.6005] C [1], soli) of the son 23 is satisfied to conferom lie) 9'(x)= hints Use Fixed-point theorem 2.3 to show that g(x) = -k has a unique fixed point on (0,1). h. (programming) Write a program of fixed-point iteration method and use your progran find a solution accurate to within 10-2 Note: For all the coding problems, use Pn - Pn-1) as a measure of accuracy in the iteration. Output all of the iterations. Choose appropriate initial guesses or interval by yourself if not rovided. Problem 1.6 points et In zero off os Bichon method converge when applied on the interval 1011 points Use Fixed-point theorem 2.3 to show that g(x) = -x has a unique fixed point on 0,1]. cu (programming) Write a program of fixed-point iteration method and use your progran find a solution accurate to within 10-2. 1=-1 is the only root intend. Therefae, the method converges to X=4. of the pacten in In this roblen 2 a) g(x264x 9:[0, 1] [90), 90.)] = [1,0.6005] C [1], soli) of the son 23 is satisfied to conferom lie) 9'(x)= hints Use Fixed-point theorem 2.3 to show that g(x) = -k has a unique fixed point on (0,1). h. (programming) Write a program of fixed-point iteration method and use your progran find a solution accurate to within 10-2 Note: For all the coding problems, use Pn - Pn-1) as a measure of accuracy in the iteration. Output all of the iterations. Choose appropriate initial guesses or interval by yourself if not rovided. Problem 1.6 points et In zero off os Bichon method converge when applied on the interval 1011