Need help with some Python.

5. The irrational number 7 has the following series representation: 2k +1 Write a Python program (using a while loop) that approximates 7 using a truncation of the series above. That is, write a program that constructs the following approximation: N1 41 (-1* 2k +1 where N E N. How good is this approximation when N = 10? N = 100? Compare your approximation to the "true" value of 7 stored in Python. 6. The irrational number e (Euler's number) has the following series representation: 0 3 - 422 (2k + 1)! Write a Python program (using a for loop) that approximates e using a truncation of the series above. That is, write a program that constructs the following approximation: (2k + 1)! 100? Compare your where N E N. How good is this approximation when N = 10? N approximation to the "true" value of e stored in Python