f(x) f(x)=sin(x2)+x-1 f2(x) = x 10-1 f(x) = x52x3 + x - 1 Xu |51%...

Transcribed Image Text:

f(x) f(x)=sin(x2)+x-1 f2(x) = x 10-1 f(x) = x52x3 + x² - 1 Χι Xu |ε51% 0 1.2 0.01 0 1.5 0.005 0 1.6 0.002 Develop a Matlab code that implements the bisection method to locate a root of an equation f(x) = 0. Your code should take the inputs as function f, lower bound x₁, upper bound Xu, and termination criteria & and imax (i.e. 100). The program outputs the approximate root xr, the number of iterations i required, and the final relative percent approximate error &a. Tabulate the results generated for three equations according to given parameters in the table above. (You can do it in a one M-file without creating a function) f(x) f(x)=sin(x2)+x-1 f2(x) = x 10-1 f(x) = x52x3 + x² - 1 Χι Xu |ε51% 0 1.2 0.01 0 1.5 0.005 0 1.6 0.002 Develop a Matlab code that implements the bisection method to locate a root of an equation f(x) = 0. Your code should take the inputs as function f, lower bound x₁, upper bound Xu, and termination criteria & and imax (i.e. 100). The program outputs the approximate root xr, the number of iterations i required, and the final relative percent approximate error &a. Tabulate the results generated for three equations according to given parameters in the table above. (You can do it in a one M-file without creating a function)

Answer rating: 100% (QA)

1 clear all clc fx sinx2x1 fplotf012 dispRoot is XYginput1 dispX 2 clear all clc fx x101 fplotf015 d... View the full answer