Question

in how many ways can the letters of the word PLANZONE be arranged so
of the vowel's come together?​

Answer 1

Answer:

3 ways

Step-by-step explanation:

hope it helps you

Answer 2

Answer:

 five vowel letters that produce vowel sounds these are a, e, i, o, u.

Step-by-step explanation:

One of the two main groups of speech sounds, along with consonants, vowels are syllabic speech sounds that are spoken without any vocal tract restriction. Vowels range in quality, volume, and number (length). Typically vocal, they play a key role in prosodic variation such as tone, intonation, and emphasis.

The Latin term vocalis, which means "vocal" (i.e. connected to the voice), is the source of the English word "vowel," which is frequently used to refer to both vowel sounds and the written symbols that represent them (a, e, I o, u, and occasionally y).

30240 ways

Step-by-step explanation:

It is based on permutations and combinations.

nCr = n!⁄((n-r)! r!)

Here,

n = Number of items in set

r = Number of things picked from the group

Vowels are: I,I,O,E

If all the vowels must come together then treat all the vowels as one super letter, next note the letter ‘S’ repeats so we’d use

7!/2! = 2520

Now count the ways the vowels in the super letter can be arranged, since there are 4 and 1 2-letter(I’i) repeat the super letter of vowels would be arranged in 12 ways i.e., (4!/2!)

= (7!/2! × 4!/2!)

= 2520(12)

= 30240 ways

= 30240 ways

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