please use C++ to write the code

thank you for your help

Write a C++ program to produce a table with num Rows rows. Each row shows information about the approximations to the roots of the polynomial 4x3 - 18X2 + 6X + 8 = 0 for a different initial estimate of the root. Within each row successive approximations are calculated using the formula given in point number 8 below. The formula is derived using Newton's method. We will discuss Newton's method in class during the week beginning January 20. In the first column of your table you will show the initial estimate for the root (Xo) for that row. The initial estimate for row N is the initial estimate for row N-1 with the increment added. Your program will read the initial estimate for the first row of the table and the increment between initial estimates in successive rows of the table. Columns 2 to 4 of the table will show the estimates X1, X2, and X3, calculated using the equation provided in this lab and the value of Xo determined for the row from the initial value and increment input by the user. If the initial guess for the row, (Xo), is an actual root of the equation then the equation in point 8 below is evaluated once (so you can check 1X1-XOI), N=1 and columns 4, and 5 should be filled with dashes. If the estimate X1 is the actual root of the equation then N=2 and column 5 should be filled with dashes. An example for N=1 is shown in the examples in the test plan at the end of problem 1 lab. When two successive approximations, XN-1 and XN, satisfy the relation IXN-XN-11