Complete the #TODO portion of the Python program sigma.py, provided below, to compute w: W =...

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Complete the #TODO portion of the Python program sigma.py, provided below, to compute w: W = 1 x2 x4 x6 + x8 2! 4! 6! 8! + - +(1)" x2n (2n)! The values of x and n are provided as user inputs to the program. n is a positive integer, while x is a positive real number. Note that the sign of the terms alternates between positive and negative. n! is the factorial of n. The solution must use and depend on the provided function f(). In addition the solution must not use any imported libraries. Solutions that do not make use of the provided function f() or use imported libraries will be marked as zero. Complete the #TODO portion of the Python program sigma.py, provided below, to compute w: W = 1 x2 x4 x6 + x8 2! 4! 6! 8! + - +(1)" x2n (2n)! The values of x and n are provided as user inputs to the program. n is a positive integer, while x is a positive real number. Note that the sign of the terms alternates between positive and negative. n! is the factorial of n. The solution must use and depend on the provided function f(). In addition the solution must not use any imported libraries. Solutions that do not make use of the provided function f() or use imported libraries will be marked as zero.