write a recursive function(in python) that computes the determinant of a (random)square matrix, represented as a list of lists of numeric values. use main(3517) to produce the same number a the value...

Extracted text: $ python3 Determinant.py average of abs (det (M)) 1 2.47198 2 9.23084 43.30913 4 239.34575 1483.19133 24 %24


Extracted text: %#: import random def Det (M): Returns the determinant of a square matrix M. # end Det () # main () def main (seed=None): rng = random.Random (seed) # print table heading # compute and print table body # for each n from 1 to 5 # for each k from 1 to 10,000 # construct a random nxn matrix M # using rng.uniform (-5,5) to produce its entries # compute the absolute value of the determinant # of M and add it to an accumulating sum # compute the average of the absolute value of the determinants # print the average, formatted for the body of the table # end main () #3- if name main " : main() # end if ------- 23 %23