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In how my ways can the letters of TAGORE be groued keeping in mind that the GOR are always together?
TAGORE -- Let us take the letters GOR as one unit.
We have five blanks to fill -- _ _ _ _ _
No. of Permutations for the five spaces = 5! = 120.
No. of permutations for the GOR = 3! = 6
Total no. of permutations = 120*6 = 720(Ans.)
TAGORE -- Let us take the letters GOR as one unit. We have five blanks to fill -- _ _ _ _ No. of Permutations for the five spaces = 4! = 24. No. of permutations for the GOR = 3! = 6 Total no. of permutations = 24*6 = 144(Ans.)
We have five blanks to fill -- _ _ _ _
No. of Permutations for the five spaces = 4! = 24.
Total no. of permutations = 24*6 = 144(Ans.)
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