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Is this answer correct? There is an expert here who answers my questions everytime with same copy paste wrong answer. I have been asking this

Is this answer correct? There is an "expert" here who answers my questions everytime with same copy paste wrong answer. I have been asking this question: image text in transcribed And i have been getting this answer: image text in transcribed Is this the correct answer?

Create Python Program and show your example of working. Python program needed in full code and also shown images from your machine that it runs as in the images. 1. Your program will have a graphical user interface which will look like as shown in figure 1. You may use any coloring-scheme you like. The below one is for illustration purposes only. Details about how it should work are provided below. Figure 1 File Editor Enter the file paths Year: 1 Departments Display Clear Save Warnings: Courses Your software will accept the semester program for any semester (fall, spring) in University in the form of a csv file as input. The user will give path of the csv file as an input to the Entry box and it will read content of the csv file in that path. Next, the user will select year (1, 2 and etc.) or codes (CS, EE, UNI and etc.) or both. Finally, the user will click on the button, 'Display', which will display the all courses in semester program with their corresponding time and code information as shown in figure 2 (Your program should display courses # Python3 system for use # of Lagrange's Interpolation # Representing the data point corresponding to x and y=f(x) Class data: def __int__(self, x, y): you.x = x self.y = y # the task of combining the data points provided #using the Lagrange formula # xi -> corresponds to a new data point #which will get its value #n->represents the number of known data points de interpolate (f: list, xi: int, n:int) ->ntanta: # Launch the result result = 0.0 because I claimed (n): # Calculate each of the terms of the formula above term = f[i].y inj in grade (n): ifj! = i: name = name * (xi - f [j] .x) / (f [i].x - f[i].x)

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