We are required to form different words with the help of the word INTEGER. Let `m_1` be the number of words in which I and N are never together and `m_2` be the number or words which begin with and I and end with R, then `m_1/m_2`

We are required to form different words with the help of the word INTEGER. Let m_(1) be the number of words in which I and N are never together and m_(2) be the number or words which begin with I and end with R, then m_(1) // m_(2) is

We are required to from different words with the help of the letter of the word INTEGER. Let m_1 be the number of words in which I and N are never together and m_2 be the number of words which beginning with I and end with R, then m_1/m_2 is given by

The number of different words formed with the help of the letters of the word INTEGER in which I and N are never together is:

Different words are formed with the help of letters of the word SIGNATURE. Find the number of words in which letters I, G and N are always together

Different words are being formed by arranging the letter of the word 'ARRANGE' Q. The number of words in which the two R's are not together, is

Different words are being formed by arranging the letter of the word 'ARRANGE' Q. The number of words in which the two R's are not together, is