Watch this video, which explains the Monte
Hall problem, a famous problem in probability
and statistics. Explain in your own words why
you agree or disagree with the premise that it
is always better to switch doors once the game
show host has revealed the goat. Use what
you've learned in this unit to support your
answer. In particular, assume that you choose
door 1 and that the host reveals a goat behind
door 2. Go through the different scenarios that
could occur and their associated probabilities.
(No video)