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Monty Hall Problem. A prize is equally likely to be found behind one of three doors....

  1. Monty Hall Problem. A prize is equally likely to be found behind one of three doors. You choose a door and one of the other two remaining door opens. If the prize is not behind the opened door, you can stick to your initial choice or you can switch to the unopened door. You win the prize if it is behind your final door choice. There are three instances:
    1. Stick to your initial choice
    2. Switch to the other unopened door
    3. Your first choose door 1. If door 2 is opened, you do not switch. If door 3 opens, you switch.

Which is the best strategy? Solve by using a probability tree.

Math   Statistics-And-Probability   
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Answer #1

I have writtern the solution og Monty hall problem the question which you have writtern has same statigy solution to switch

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