4 people play a game of chance. They each take turns until everyone has taken a turn, then they begin a new round. They stay in the same order every round. Every time a player takes a turn, they have a certain chance of winning. When someone wins, the game ends. They all have even odds of winning a game. The chance of someone winning in any given round is 3/5.
What is the probability for each person to win during their turns?
(In reply to re(4): another remark to SK 'S solution
Thanks for your remarks.
However you did not comment about the sum of the probabilities not being equal to 1 (100%).
I still maintain that ambiguity prevails.
I put the problem on hold untill further clarifications
and if none come up I will solve the problem upon
And again- your comments are appreciated.