# do q1 in python. thank you. def w_Prefers_m_Over_CurHus(WPref,w,m,CurHusband):# This function…

do q1 in python. thank you.
def w_Prefers_m_Over_CurHus(WPref,w,m,CurHusband):# This function should return true if w ranked m higher than CurHusband in her list of preferences# Suggestion: Less than 10 lines of code (give or take depending on how you approach it)def GS(MPref, WPref):# Initalize a list of unmatched men with all men# Initalize a wife list with -1 to begin. You index this list with a man an it returns his current wife, or -1 if he has not been matched yet.# Same as above but Husbands# initalize the index of the first mans first proposal to his top choice# While there are still unmatched men# Set m to the first unmatched man in the list# Set w to m’s ith preference
# if w is not yet married# remove m from the unmatched list# make m w’s husband# make w m’s wife# Should be negative 1 because before it gets to the top it will increment by 1# Reset the preference index for the next man# if w is already married# Set curHusband to her current matchif w_Prefers_m_Over_CurHus(WPref, w, m, CurHusband): # Check to see who she prefers between m and her current match# If she does prefer m over her current husband, what has to happen?# See the procedure from the lab or lecture slides and fill in the code to execute it# Suggestion: 5 lines of code (give or take depending on how you approach it)# Print the final matches# if wife is indexed with i, that is okay

1. Complete the Gale Shapley algorithm in the spaces provided. You will need to write the function and the final if statement. Test your code on the data provided.
2. Complete the Hungarian algorithm and have it print out the final assignments.

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