If all the words, with or without meaning, are written using the letters of the word QUEEN and are arranged as in English dictionary, then the position of the word QUEEN is

Question

Smart Achievers · Accepted Answer

(4)

We have E, E, N, Q, U

According to the English dictionary,

(i) Words starting with E

$E$ ____ ____ ____ ____ $= 4! = 24$

(ii) Words starting with N

$N$ ____ ____ ____ ____ $= \frac{4!}{2!} = 12$

(iii) Words starting with QE

$Q E$ ____ ____ ____ $= 3! = 6$

(iv) Words starting with QN

$Q N$ ____ ____ ____ $= \frac{3!}{2!} = 3$

(v) Word QUEEN = 1

So, according to the English dictionary, the word QUEEN will be at ${(24 + 12 + 6 + 3 + 1)}^{th} = 46^{th}$ position.

Solution

Q.
If all the words, with or without meaning, are written using the letters of the word QUEEN and are arranged as in English dictionary, then the position of the word QUEEN is

1 47th

2 44th

3 45th

4 46th

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