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Simple simulation of Monty Hall problem.
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import random | |
#number of games to play | |
n = 5 | |
#number of correct guesses on first guess | |
correct = 0 | |
# run simulations | |
for i in range(n): | |
print 'cycle %i' % i | |
# place car behind random door | |
doors = ['car','goat','goat'] | |
random.shuffle(doors) | |
print 'doors: %s' % doors | |
# contestant guesses | |
guess_door = random.randint(0,2) | |
guess = doors.pop(guess_door) | |
print 'first guess: %i (%s)' % (guess_door,guess) | |
print 'remaining doors after guess: %s' % doors | |
# Monty Hall reveals one of the doors that he knows contains a goat. | |
doors.remove('goat') | |
print 'remaining door after revealing goat: %s' % doors | |
# last unopened door | |
remaining_door = doors[0] | |
# check if you are correct on your first guess | |
if guess == 'car': | |
correct += 1 | |
print 'Correct!\n' | |
else: | |
print 'Wrong!\n' | |
# correct percentage from staying on original door | |
per = str(100.0*correct/n) | |
print 'You are correct %s%% of the time when sticking with your first guess\n' % per |
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