If all letters of the word "CHCJL" be arranged in an English dictionary, what will be the $50^{th}$ word?
Select an option to reveal the answer and explanation

Question

If all letters of the word "CHCJL" be arranged in an English dictionary, what will be the $$50^{th}$$ word?

Accepted Answer

LCCJH. The alphabetical order = CCHJL Number of words starting with C = 4 ! = 24 4! = 24 4 ! = 24 Number of words starting with H = 4 ! 2 = 12 \frac{4 !}{2} = 12 2 4 ! ​ = 12 Number of words starting with J = 4 ! 2 = 12 \frac{4 !}{2} = 12 2 4 ! ​ = 12 Total words till now = 24 + 12 + 12 = 48 First word sta

If all letters of the word "CHCJL" be arranged in an English dictionary, what will be the 50th50^{th}50th word?

If all letters of the word "CHCJL" be arranged in an English dictionary, what will be the 50th50^{th}50th word?

If all letters of the word "CHCJL" be arranged in an English dictionary, what will be the $50^{th}$ word?

If all letters of the word "CHCJL" be arranged in an English dictionary, what will be the $50^{th}$ word?