Find the number of permutation of the word remains
Answers
Answer:
One could say that a permutation is an ordered combination. The number of permutations of n objects taken r at a time is determined by the following formula: P(n,r)=n!(n−r)!
If you mean odd numbered positions then startwith rains and rmenasi. These are the twopermutations that have the vowels and theconsonants in the same order as in the wordoriginal word, but with the vowels in the odd
as eairmns or rose. Those vowels positionsare certainly odd. (However, there is a suburb inmy town called Papaioea, so who knows what'sodd?)If you mean odd numbered positions then startwith rains and rmenasi. These are the twopermutations t
as eairmns or rose. Those vowels positionsare certainly odd. (However, there is a suburb inmy town called Papaioea, so who knows what'sodd?)If you mean odd numbered positions then startwith rains and rmenasi. These are the twopermutations that have the vowels and theconsonants in the same order as in the wordoriginal word, but with the vowels in the oddnumbered positions.Next consider the permutations of the vowels
as eairmns or rose. Those vowels positionsare certainly odd. (However, there is a suburb inmy town called Papaioea, so who knows what'sodd?)If you mean odd numbered positions then startwith rains and rmenasi. These are the twopermutations that have the vowels and theconsonants in the same order as in the wordoriginal word, but with the vowels in the oddnumbered positions.Next consider the permutations of the vowelsand the permutations of the consonants in
as eairmns or rose. Those vowels positionsare certainly odd. (However, there is a suburb inmy town called Papaioea, so who knows what'sodd?)If you mean odd numbered positions then startwith rains and rmenasi. These are the twopermutations that have the vowels and theconsonants in the same order as in the wordoriginal word, but with the vowels in the oddnumbered positions.Next consider the permutations of the vowelsand the permutations of the consonants ineach of those arrangements.