icri .cm COMP 1012-Computer Programming for Scientists and Engineers The purpose of this question is to write a Python program that computes the approximate value of log.(x), wherex>0, using the series in the equation given below log,(x)-21x-11-1 Add terms to the sum of the series as long as the absolute value of the current term is greater than the given tolerance. Yupramut nputehelerane ts Compute the value of log.(x) using Python's log function. This value and the sum of the series are to be displayed to 14 decimal places using exponential format. Compute the absolute value of the difference between the value of the sum of the series and the value from Python's log function. This value must be displayed to 6 decimal places using exponential format and is referred to as the error in the approximation. For a tolerance of 10-17 and x following: 12.55 the output from the program must be similar to the Enter the value of the tolerance: 1le-17 Enter the value of x (x > 0): 12.55 The approximate value of loge (12.550000) is 2.52972066557779e+00 Python's value of loge (12.550000) is 2.52972066557779e+00 The difference of the values is 1.332268e-15 Programmed by Stew Dent. Date: Fri Sep 14 10:35:38 2018 End of processing. Test your program for different values of x and different tolerances. Hand in your program