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Let "X" = "EEE"
The number of distinguishable arrangements of BOOKKXPR is 8!/(2!2!) = 10080.
The number of distinguishable arrangements of BOOKKEEPER is 10!/(2!2!3!) = 151200.
The probability is 10080 ways out of 151200 or 10080/151200 which reduces to 1/15.
Edwin