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The-probability-that-in-a-random-arrangement-of-the-letters-of-the-word-UNIVERSITY-the-two-I-do-not-come-together-is-




Question Number 99141 by babar last updated on 18/Jun/20
The probability that in a random  arrangement of the letters of the word  ′UNIVERSITY′ the two I′ do not come  together is
TheprobabilitythatinarandomarrangementofthelettersofthewordUNIVERSITYthetwoIdonotcometogetheris
Answered by bramlex last updated on 19/Jun/20
n(S)=((10!)/(2!)) ; n(A) = 9×8!  P(A) = ((n(A))/(n(S))) = ((9×8!)/((((10!)/(2!))))) = ((2×9)/(10×9)) = (1/5)
n(S)=10!2!;n(A)=9×8!P(A)=n(A)n(S)=9×8!(10!2!)=2×910×9=15
Commented by bemath last updated on 19/Jun/20
it should be P(A^c ) = 1−P(A) = (4/5)
itshouldbeP(Ac)=1P(A)=45
Commented by bramlex last updated on 19/Jun/20
oh yes.
ohyes.

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