The total number of words that can be made by writing the letters of the word parameter so that no vowel is between two consonants is
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Answer:
1800
Step-by-step explanation:
The total number of words that can be made by writing the letters of the word parameter so that no vowel is between two consonants is
No vowels between two consonants
=> All Consonants should be together
PARAMETER =
5 - Consonants P , R M T R
4 Vowels - A A EE
5 - Consonants Can be Placed in Such a Way
5!/2! ( as R is Repeated) = 60 Ways
Now 4 Vowels & Taking cononent as one Group
total 5
5!/(2!2!) ( as A & E are Repeated) = 30 Ways
Total Number of Words = 60*30 = 1800
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