0) The participants are isolated. 1) With equal probability, each participant is independently given a black or a white hat. They do not see their own hat colour.
2) Each participant sees a photograph of everyone else wearing their hats. (No sneaky signalling permitted)
3) Each participant guesses the colour of their own hat.
4) The participants collectively win if more than half of them guess correctly.

How should the participants play to win?

The two box p digram the two box plots show the data of the pitches thrown by two pitchers throughout the season. which statement is correct? check all that apply. pitcher 1 has a symmetric data set. pitcher 1 does not have a symmetric data set. pitcher 2 has a symmetric data set. pitcher 2 does not have a symmetric data set. pitcher 2 has the greater variation.ots represent the total number of touchdowns two quarterbacks threw in 10 seasons of play