in how many ways should the word GARDEN arranged so that in each word the vowels should appers in alpabatical order
Asked by akash chaturvedi | 2nd Apr, 2011, 12:00: AM
Total number of ways in which all letters can be arranged in alphabetical order=6!
There are two vowels in the word GARDEN namely 'A' & 'E'. So,the total number of ways in which these two vowels can be arranged=2!
Therefore,the total number of required ways=6!/2!=720/2=360
Answered by | 8th Apr, 2011, 11:35: PM
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