Advertisements
Advertisements
Question
Find the number of permutations of letters of the following word: COMBINE
Solution
There are 7 distinct letters in the word COMBINE which can be arranged among themselves in
= n!
= 7!
= 7 × 6 × 5 × 4 × 3 × 2 × 1
= 5040 ways
APPEARS IN
RELATED QUESTIONS
Find n, if nP6 : nP3 = 120: 1.
Find m and n if `""^(("m" + "n"))"P"_2` = 56 and `""^(("m" - "n"))"P"_2` = 12
Find the number of arranging 11 distinct objects taken 4 at a time so that a specified object always occurs.
Find the number of arranging 11 distinct objects taken 4 at a time so that a specified object never occurs.
Find the number of permutations of letters of the following word: SHANTARAM
Find the number of permutations of letters of the following word: REPRESENT
How many distinct 5 digit numbers can be formed using the digits 3, 2, 3, 2, 4, 5
30 objects are to be divided in three groups containing 7, 10, 13 objects. Find the number of distinct ways for doing so.
Find n, if nP6 : nP3 = 120 : 1
Find m and n, if (m+n)P2 = 56 and (m-n)P2 = 12
Find r, if 12Pr–2 : 11Pr–1 = 3 : 14
A code word is formed by two different English letters followed by two non-zero distinct digits. Find the number of such code words. Also, find the number of such code words that end with an even digit.
Find the number of arranging 11 distinct objects taken 4 at a time so that a specified object always occurs
Find the number of arranging 11 distinct objects taken 4 at a time so that a specified object never occurs
Consider all possible permutations of the letters of the word ENDEANOEL. The number of permutations in which letters A. E. 0 occur only in odd positions, is ______.
Five gifts are to be distributed among seven persons. The number of ways in which this can be done, if there is no restriction on the number of gifts a person can get, is ______.