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Dear Members, I really can't understand how to put this problem on equation
One black ball and three white balls (a total of four balls) are included in each X and Y
box. One ball is exchanged between these boxes in one trial. Obtain the probability
of a specific state in which each box has one black ball and three white balls after the $N^{th}$ trial.
Thank you
One black ball and three white balls (a total of four balls) are included in each X and Y
box. One ball is exchanged between these boxes in one trial. Obtain the probability
of a specific state in which each box has one black ball and three white balls after the $N^{th}$ trial.
Thank you