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If the letter word DAUGHTER are to be arranged so that vowels occupy the odd places then number of different words are?
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If the letter word DAUGHTER are to be arranged so that vowels occupy t...
Arranging the Word DAUGHTER with Vowels in Odd Places


Step 1: Identify the Vowels


  • The vowels in the word DAUGHTER are A, U, and E.



Step 2: Determine the Odd Positions


  • The odd positions in a seven-letter word are 1, 3, 5, and 7.

  • In this case, the vowels must occupy positions 1, 3, and 5.



Step 3: Arrange the Vowels


  • Start by placing the first vowel, A, in the first position (1).

  • There are two remaining vowels (U and E) to be placed in positions 3 and 5.

  • There are two ways to arrange the remaining vowels: UE or EU.



Step 4: Arrange the Consonants


  • There are four consonants in the word DAUGHTER: D, G, H, and T.

  • These consonants must be placed in the even positions (2, 4, 6) and the last position (7).

  • There are four ways to arrange the consonants: DGH, DGT, GHD, and GHT.



Step 5: Combine the Vowels and Consonants


  • There are two ways to arrange the remaining vowels and four ways to arrange the consonants.

  • Therefore, there are 2 x 4 = 8 different ways to arrange the word DAUGHTER with vowels in odd places.



Step 6: Final Answer


  • The number of different words that can be formed by arranging the letters of the word DAUGHTER so that the vowels occupy the odd places is 8.

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If the letter word DAUGHTER are to be arranged so that vowels occupy the odd places then number of different words are?
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