To find: number of permutations of the letters of each word

Number of permutations of n distinct letters is n!

Number of permutations of n letters where r letters are of one kind, s letters of another kind, t letters of a third kind and so on =

(i) Here n = 5

P is repeated twice

So the number of permutations =

(ii) Here n = 7

A is repeated twice, and R is repeated twice

So, the number of permutations =

(iii) Here n = 8

M and E are repeated twice

So, the number of permutations =

(iv) Here n = 9

I is repeated twice, T is repeated thrice

So, the number of permutations =

(v) Here n = 11

E, N is repeated thrice, I,G are repeated twice

So the number of permutations =

(vi) Here n = 12

I and T are repeated twice, E is repeated thrice

So, the number of permutations =