How many different wards can be formed
out of the letters of following
words. ACCOUNTANCY
Answers
Answered by
0
Answer:
Account,count,an,ant ,can etc.
Answered by
0
Answer:
7560 ways can the letters of words "ACCOUNTANT" be arranged if vowels always occur together.
Step-by-step explanation:
In the word "ACCOUNTANT" there are total 10 letter.
In which there are 4 vowels ( i.e, 2 A's , 1 O and 1 U) and 6 consonants (i.e, 2 each of C, N and T).
Consider vowel as one letter, so the numbers of letter becomes 7 which can be arranged as; = 630 ways.
( as C, N ,T comes 2 times) Vowel A is 2 times, so vowels can be arranged as = 12 ways.
Hence, the required number of arrangement of the letters in 'ACCOUNTANT" so that the vowels always occur together is,
630 x 12
= 7560
Similar questions