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Question Number 105265 by bemath last updated on 27/Jul/20

Answered by Cinezoidy1 last updated on 27/Jul/20

P(F_5 ∪V)=P(F_5 )+P(V)−P(F_5 ∩V)  P(F_5 ∩V)=((5letters)/(26))+((5vowels)/(26))−((2(a and e))/(26))  P(F_5 ∩V)=((8:2)/(26:2))  P(F_5 ∩V)=(4/(13))   :G

P(F5V)=P(F5)+P(V)P(F5V)P(F5V)=5letters26+5vowels262(aande)26P(F5V)=8:226:2P(F5V)=413:G

Answered by JDamian last updated on 27/Jul/20

G. (4/(13))

G.413

Commented by bemath last updated on 27/Jul/20

how?

how?

Answered by JDamian last updated on 27/Jul/20

The subset from alphabet is  {a, b, c, d, e, i, o, u}  i.e. 8 letters from 26    (8/(26)) = (4/(13))

Thesubsetfromalphabetis{a,b,c,d,e,i,o,u}i.e.8lettersfrom26826=413

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