Do the whole code in C++ and please share the whole code.

Problem Statement: Determine the real root of the equation: f(x) = x3 X 3 using Fixed Point iteration. Employ initial guess of Xo = 1 and iterate until the two consecutive approximate roots are correct upto 6 decimal places. Tasks: 1. Write a program using Fixed Point Iteration to locate the approximate root of the function f(x) = x3 - - 3 with initial guesses Xo = 1. 2. Iterate until two consecutive approximate roots are correct upto 4 decimal places. 3. Use Homer's method to evaluate the function. 4. Use appropriate math function for your code. 5. Take maximum number of iterations, if maximum number is reached then stop and print not converge 6. Check whether function g(x) converge to the root or not. If converge then print the following table that show the values of approximate root Xo, X, and xz Sample Input/output ENTER THE TOTAL NO. CF POWER: 1113 **011-3 **210 **3:11 THE POLYNOMIAL IS !!! INTIAL: ----> Enter the function in 1x3+ 0x2 -1x1 - 30 Iteration 1