Question

Monday in vowels occupy odd places

Answer 1

Step-by-step explanation:

Some people who previously answered this question think that the person who asked the question wanted to discover some of the meaningful words that can be made using D,A,U,G,H,T,E,R. Genius xD

Here is the solution to the problem:

There are 8 places to be filled by letters out of which 4 are even and 4 are odd.We need to select 3 out of the 4 odd places(to fill A,U,E of the word daughter).No of ways to do this selection=4C3=4ways. Now in these 3 places the 3 vowels can be arranged in 3!=6 ways.

Now the other 5 letters can be placed anywhere (without restriction)on the remaining places. No of ways to arrange the remaining 5 letters=5!=120 ways.

So total no of words = Answer to the problem = 4*6*120=2880 words.