Number of different words that can be formed using all letters of the word "ELEVEN" if each word neither begins nor ends in E, is

Question

Number of different words that can be formed using all letters of the word "ELEVEN" if each word neither begins nor ends in E, is (A) 24 (B) 36 (C) 48 (D) none

Tardigrade Admin · Accepted Answer

n ( A ∩ overline B )=36 ; n ( A ∩ B )=24 ; n ( B ∩ overline A )=36 ; n ( overline A ∩ overline B )=24

Q. Number of different words that can be formed using all letters of the word "ELEVEN" if each word neither begins nor ends in E, is

24

36

48

none

$n (A \cap \overline{B}) = 36; n (A \cap B) = 24; n (B \cap \overline{A}) = 36; n (\overline{A} \cap \overline{B}) = 24$

Q. Number of different words that can be formed using all letters of the word "ELEVEN" if each word neither begins nor ends in E, is

24

36

48

none

n(A∩B)=36;n(A∩B)=24;n(B∩A)=36;n(A∩B)=24

$n (A \cap \overline{B}) = 36; n (A \cap B) = 24; n (B \cap \overline{A}) = 36; n (\overline{A} \cap \overline{B}) = 24$