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Bobhans-If-all-the-letters-of-the-word-MISSISSIPPI-are-written-down-at-random-the-probability-that-all-the-four-S-appear-consecutively-is-




Question Number 107659 by bobhans last updated on 12/Aug/20
     ∮Bobhans∮  If all the letters of the word MISSISSIPPI are written down   at random , the probability that all the four S appear consecutively is ___
BobhansIfallthelettersofthewordMISSISSIPPIarewrittendownatrandom,theprobabilitythatallthefourSappearconsecutivelyis___
Answered by bemath last updated on 12/Aug/20
       ⋇BeMath⋇  n(A)=⊡⊡⊡⊡−−−−−−−= 8×((7!)/(4!.2!))  ⊡=letter of S  n(S)= ((11!)/(4!.4!.2!))   p(A)= ((8.7!)/(4!.2!)) × ((4!.4!.2!)/(11!))= ((8×24×7!)/(11.10.9.8.7!))  = ((24)/(11.10.9)) = (4/(11.15))= (4/(165)) .
BeMathn(A)==8×7!4!.2!=letterofSn(S)=11!4!.4!.2!p(A)=8.7!4!.2!×4!.4!.2!11!=8×24×7!11.10.9.8.7!=2411.10.9=411.15=4165.
Commented by bobhans last updated on 12/Aug/20
yes..correct
yes..correct

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