Algorithm 1 Determining the root of the function f(x) Require: f(x) and two initial values x1 and xo that are somewhere close to the root s function s = SECANTMETHOD(f(x), x1, xo) D Set counter for iteration D Initiate difference D Specify convergence criterion D Compute function value for xo D Compute function value for x1 D Begin of iteration procedure D Calculate difference in x D Calculate difference in f D Determine next x value D Compute function value for xk D Check for convergence –> Tip –> in C: | - | → fabs(·) D Increment counter D End of iterative procedure D Define solution k + 2 d + 100 E 10-8 fo + f(xo) fi+ f(x1) while d > ɛ do Ax + xk-1 – Xk-2 Af + fk-1 – fk-2 (Ar/Af) Ck← Ik-1ー fk + f(Tk) d+ |®k – Xk-1| k + k +1 end while end function return s

Can you please do it in C++ as well?

A code for the detection and correction of errors was implemented using the Hamming method, this code was made in c ++. Make the code in Matlab, in such a way that the c ++ code is a base, to be able to develop the algorithm or the error detection and correction program using the Hamming method. The algorithm made in c ++ is shown below so that you can develop it in matlab.   #include <stdio.h> #include <math.h>   int main() {         int a[20], b[20], c[20], d[20], i, k, m, f, n, j, r, p, x, y, z, ch,             key, q, v, sum = 0;         system("clear");         printf("\n Ingresa la longitud de la palabra de datos :");         scanf("%d", &k);         printf("\n Ingresa la palabra de datos: \n");         for (i = 1; i <= k; i++) {                  scanf("%d", &a[i]);         }         m = 1;         while ((k + m + 1) >= pow(2, m)) {                  m++;         }         printf("\n El valor de  m es : %d", m);         n = k + m;         j = 1;         r…

When we are talking about c++ and our code, what does encapsulation mean? Please explain in detail thanks