Please write using MATLAB.

Here is the copy-able version of the code at the top:

function root = recur_bisec(f,a,b,eps) % finds the mid value m = (a+b)/2; % if tolerence is reached then return the m as root if(abs(f(m))0 replace a by m and call recursively elseif(f(m)>0) root = recur_bisec(f,m,b,eps); end end

function root = recur_bisec(f, a, b, eps) finds the mid value m = (a+b)/2; if tolerence is reached then return the m as root if (abs (E (m) ) 0 replace a by m and call recursively elseif(f(m) >0) root = recur_bisec (f,m,b, eps): end 11 12 13 14 - 15 end KM Write a Matlab function that utilizes recursive bisection to find a root of an arbitrary function - Word Insert Draw Design Layout References Mailings Review View Help Tell me what you want to do Find - etica 12 - A AL AaBbCcDd AaBb CcDd AaBb Cc I Normal 1 No Spac... Heading 1 alac Replace Select 1 Uabe X X A. aly . A: Font Is Paragraph Styles Editing Write a wrapper function to extend the above Matlab function to find multiple roots on the interval by first identifying relevant sub-intervals using sampling at a given resolution to estimate initial zero crossings