(c)
Arrange the letter of the word COCHIN as in the order of dictionary CCHINO
Which number of words with the two C’s occupying first and second place$= 4!$
Number of words starting with CH, CI, CN is $4!$ each
$\therefore$ Total number of ways $= 4! + 4! + 4! + 4! = 96$
There are 96 words before COCHIN