This is neither the Monty Hall Game nor analogous to it.
When did Rocket stop referring to the Monty Hall Dilemma as it is played and come up with his own game called "Make a choice between two options" and then feel it necessary to explain to everyone ad nauseum that in his game the probability is 50/50 (as if we did not know)?
Rocket should understand load and clear: - we all get it! But does Rocket get the Monty Hall Dilemma? It appears not.
So, back to the real game: the Monty Hall Dilemma.
Why can't Rocket state the chances of a contestant winning the car if he changes or does not change his first guess?
Rocket seems to state these probabilities as 50/50 because there are only two closed doors to choose from.
As many have explained, this is incorrect.
So, Rocket, in the Monty Hall Dilemma we have been discussing here, what are the odds if you stick and if you switch after the first goat is revealed?
Unless Rocket explains, many will be left with the distinct impression that:
- Rocket does not understand the theory of this particular game (never mind his expertise on his "A or B" game); and
- Rocket is convinced some people do not understand the concept of 50/50 when guessing between two options.
At this stage, Rocket's refusal to explain the chances of each option and just repeat "50/50" certainly points to Rocket not accepting that the odds are 33/67 after the first goat is revealed and not 50/50 as he keeps on saying.
I guess we can put him down as a non-switcher, which of course is his right, as he has said nothing about 33% or 67% - dares not to by all appearances.
So much for keeping things civil, as Rocket opined earlier...
Not so cool now, Rocket. Or rational.
I suppose we live in faint hope of Rocket addressing the questions posed to him.