Assume There are three doors, and behind one of them is a car, while behind the other two are goats. If you choose the door with the car behind it, you win the car. Now, say you choose Door 1. The host Monty Hall then opens either Door 2 or Door 3, behind which is a goat. (He knows what is behind each door, and never opens the door with the car behind it.) Monty now gives you the choice: do you want to stick with Door 1, or switch to the other door. What should you do? Or does it matter?
Now the battle lies Emotion vs Math, mathematically switching would give you a 2/3 probability of winning rather than sticking to the same door as the probabilty of winning a car among those two door would concentrate into one.
In this source code I have simulated this problem using random module to simulate the process, and supringly with enough trials the probability winning when you switch converge to 0.6666.. which is equivalent to 2/3.
|-- app.py
|-- readme.md