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2015-01-23T15:11:31+05:30

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Total letters = 11
vowels = 4 (2 are same)
no. of ways they can be arranged = 4!/2! = 12

no of consonants = 7(2 M's, 2 T's,)
Assume all the vowels as 1 quanity

so total = 7 consonants + 1 vowel quantity = 8

total ways = \frac{8!*4!}{(2!*2!)*(2!)} =120960

So total 120960 ways.
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