To be done in fortran please.

ME021 Engineering Computing -Spring 2018 Assignment Fortran Project Due the week of Mar S, last lab session Least Squares Line Fit When given a set of data that looks like a line, engineers often want to find the ymx+b line that best fits the data. In other words, when given a list of x values and a list of corresponding yvalues, we want to find the slope m and intercept b of the line that comes closest to the x and y data points This is actually a straightforward process via the method of least squares", based on minimizing the error between the actual data points and the line one gets using certain values of m and b. We will not cover the derivation here, but the results we will use are below . Assume that each of our x values is called x and each of our y values is called y, so that a single data point is (x, y). Igoes from 1 to n, which is the number of data points we have. We define average x and y values: Zo yi Then we find the best-fit slope to be Tavg and the best-fit intercept to be Project Overview: Our project will be to get a file name from the user, read x and y data from file, display the data at th console, allow the user to remove points from the data, then find the best-fit slope and intercept and send them to the console. In more detall, the project program you write will do the following Prompt the user for a file name, which will be stored in a string variable. Use the ADVANCE-"no" in the write statement for the prompt to get the prompt and the user's response on the same line. . Read the x and y data from the file and store it in two dynamic, double-precision real arrays. This will require counting the lines in the file to see how many data lines there are and then allocating