Question: Write a python code numerically calculates a polynomial integral of both fi = 4x3 + 3x2 and f2 = 3x2 + 4x between x =
Write a python code numerically calculates a polynomial integral of both fi = 4x3 + 3x2 and f2 = 3x2 + 4x between x = 0 and X 1 corresponding to 12 different number of discretization steps, ST = (50, 100, 150, ... 600), print the integration result on the screen for each function corresponding to ST = 600, calculate %-error value as 'E*100' where E=| Actual value - Calculated Valuel/Actual value ) and plot the %-error as a function of number of steps by using pyplot import. Draw both the error graphs corresponding to find f2 on the same plot. Insert a legend in the plot to distinguish which graph belong to f and f2. In the plot, let minor ticks on. Some points: - Probably both lines will overlap. Therefore, use different line styles (one solid, one dashed for instance) - Place the screenshot of the code and the plot in a pdf file. This pdf file is your main answer sheet. Your name, surname and your student ID number should also take place at the beginning of the answer pdf sheet. -Place the screenshot of the integration result for each function corresponding to ST = 600
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