How many arrangements can be formed by the letters of the word vowels if all consonants come together?

= 120 ways. The position of O and L are fixed.

How many arrangements are there of the letters in the word computer if the vowels must remain together and the consonants must remain together?

Therefore, there are 56 ways to arrange COMPUTER, given the above constraint. Alternatively we can choose to position the vowels first. We will get C(8,3) = 56 ways to select a combination of positions on which the vowels must stay.

How many arrangements can be made from the letter arrangement?

Again for each of these arrangements, the vowels can be arranged among themselves in ways. Hence, the total arrangements is . The answer is 540.

How many arrangements are there of the word vowels?

2*453,600=907,200 arrangements of the word arrange that begin with a vowel.

How many different arrangements can be formed from the letters of the word permutation if each arrangement can be formed ends with letter A?

There are 15,120 ways.

How many arrangements can be made out of the letters of the word engineering?

Therefore, in 277200 ways the word ENGINEERING can be arranged without repetition of letters.

How many arrangements can be formed out of letters of the word Calcutta?

=5040. The geometric mean and harmonic mean of two non-negative observations are 10 and 8 respectively.

How many arrangements are there of the letters in the word computer?

On how many ways can the letters of the word “COMPUTER” be arranged? 1. Without any restrictions: Since all letters in the word “COMPUTER” are distinct then the # of arrangements is 8!.

How many arrangements of the word keyboard are there?

2880. Hope it is helpfull!!

How many arrangements are there of the word examination?

So, there are 18,14,400 ways in which the word ‘EXAMINATION’ can be arranged by keeping the first letter as ‘M’.

How many arrangements can be formed with letter of word gangapur?

= 10080 × 12 = 120960.