How many words can be made by using only the letters of the word "EQUATION" in which vowels occupy the vowel positions of the original word.
Options
4! + 4!
5! + 3!
4! * 4!
5! * 3!
Answers
Answered by
0
Answer:
5+3 is your answer ......
Answered by
0
Answer:
The ways in which word is arrange where vowels occupy vowel position is 5! × 3! .
Step-by-step explanation:
Given as :
The words is EQUATION
Total number of alphabet in the word EQUATION = 8
So, The word is arranges in ways = 8! ways
The number of vowels in the word = E , U , A , I , O = 5
So, The vowels are arrange together in ways = 5! ways
Now, The ways in which word is arrange where vowels occupy vowel position = 5! × ( 8! - 5! )
Or, The ways in which word is arrange where vowels occupy vowel position = 5! × 3!
Hence, The ways in which word is arrange where vowels occupy vowel position is 5! × 3! . Answer
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