Math, asked by praj50, 11 months ago

In how many ways can the letters of the word 'SEEDING' be arranged so that the vowels are always together?
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Answers

Answered by amitnrw
0

in 360 Ways Letters of the word 'SEEDING' can be arranged so that the vowels are always together

Step-by-step explanation:

SEEDING

Vowels  - EEI   - 3

Consonants - SDNG - 4

vowels are always together

=> Considering 3 Vowels as 1

& 4 Consonants

hence in total 5

5 can be arranged in 5!  - 120 Ways

now Vowels  EEI   can be arranged  in 3!/2!   ( as E is repeated twice)

= 3 Ways    

( EEI , EIE , IEE)

Total number of Ways = 120 * 3

= 360

in 360 Ways Letters of the word 'SEEDING' can be arranged so that the vowels are always together

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