Originally Posted by
Bicostal
I propose to do as many experiments as you like. Arguing central limit theorem is not on point.
The probability of being unhappy in meal choices on a flight is independent of the number of passengers, ceteris paribus.
Proof by blatant assertion.
The number of unhappy passengers increases as the number of passengers on the flight goes up.
The probability is invariant.
Proof by blatant assertion.
There is no anecdote involved. Its simple math.
The math says you're wrong. I suggested a simple experiment to prove it.