How Many Different Words Can Be Formed From The Word Oracle So That T

1.	How Many Different Words Can Be Formed From The Word Oracle So That The Vowels Always Come Together?
Answer» We will group the LETTERS that NEED to come together (A & E) and consider them as a single letter. So, here the letters are O, R, C, L, and AE. Number of ways A & E can be arranged is 2! So, the total number of ways in which the words can be formed so that all vowels are together is 5! x 2! = 240 ways. We will group the letters that need to come together (A & E) and consider them as a single letter. So, here the letters are O, R, C, L, and AE. Number of ways A & E can be arranged is 2! So, the total number of ways in which the words can be formed so that all vowels are together is 5! x 2! = 240 ways.

How Many Different Words Can Be Formed From The Word Oracle So That The Vowels Always Come Together?

Answer»

We will group the LETTERS that NEED to come together (A & E) and consider them as a single letter. So, here the letters are O, R, C, L, and AE.

Number of ways A & E can be arranged is 2!

So, the total number of ways in which the words can be formed so that all vowels are together is 5! x 2! = 240 ways.

We will group the letters that need to come together (A & E) and consider them as a single letter. So, here the letters are O, R, C, L, and AE.

Number of ways A & E can be arranged is 2!

So, the total number of ways in which the words can be formed so that all vowels are together is 5! x 2! = 240 ways.