In how mant ways can the letter of the word magnify be arranged so that the words always starts with m and ends with y
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First letter is fixed M and the last letter is fixed Y
Total number of letters in MAGNIFY is 7, in which all are different
Excluding first and last place, we have 5 places, and corresponding to them there are 5 alphabets(A, F, G, I ,N).
Therefore, number of ways to arrange these 5 alphabets in 5 places is: 5! = 120
Hence, there are 120 ways to do so!!!
Total number of letters in MAGNIFY is 7, in which all are different
Excluding first and last place, we have 5 places, and corresponding to them there are 5 alphabets(A, F, G, I ,N).
Therefore, number of ways to arrange these 5 alphabets in 5 places is: 5! = 120
Hence, there are 120 ways to do so!!!
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