How many arrangements of the letter of the word Odisha can be formed if the vowels are always together?
Post your comments here:Name *: Email : (optional) » Your comments will be displayed only after manual approval. How many arrangements of the letters of the word Odisha can be formed if the vowels are always together?= 120 ways. The vowels (OIA) can be arranged among themselves in 3!
How many words can be formed by the letter of the word vowels if all vowels come together all vowels do not come together all consonants come together?=3×2×4×3×2=144.
How many arrangements can be made with the letters of the word MATHEMATICS if all vowels don't occur together?∴ Required number of words = (10080 x 12) = 120960.
How many words can be formed with all vowels together?Hence, total number of words formed having all vowels together = 5 ! =(5×4×3×2×1)=120. Q. (i) there is no restriction on letters?
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