Total no of words of 5 letters formed by letters of the word BOMBAY You should use only 5 letters

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Previous Question: You have nine balls, three of which are slightly heavier, and three of which are slightly lighter than the normal three. All three balls in each group has the same weight. All nine balls are identical otherwise. Your mission is to determine the group of every ball using a pair of scales. How many weighings are needed in order to ensure the accomplishment of your mission? Next Question: Pls check the solution for puzzle Total no. of words of 5 letters formed by letters of the word BOMBAY. [You should use only 5 letters out of 6 letters of the word BOMBAY] solution given is .................. ..... (1st case all the letters are different total no. of words of this category = 5*4*3*2*1 = 120 2nd case B comes twice and 3 others total no. of words of this category = 5*4*3*2*1/2*1 = 60 so total words = 120+60 = 180) I think answer should be 360 as solution should be 1st case all the letters are different total no. of words of this category = 5*4*3*2*1 = 120 2nd case B comes twice and 3 others total no. of words of this category = 4*(5*4*3*2*1/2*1) = 60*4=240 because there will be 4 combinations of such words. so total words = 120+240 = 360 pls excuse me if I am wrong.

(#M40010011) M4MATHS question letters and words Keep an EYE

Total no. of words of 5 letters formed by letters of the word BOMBAY.
[You should use only 5 letters out of 6 letters of the word BOMBAY]: Asked In m4maths Shiv (11 years ago); Solved Vignesh Read Solution (6); Is this Puzzle helpful? (4) (0) Submit Your Solution

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Latest m4maths Aptitude Question SOLUTION: Total no. of words of 5 letters formed by letters of the word BOMBAY. [You should use only 5 letters out of 6 letters of the word BOMBAY]

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(#M40010011) M4MATHS question letters and words Keep an EYE

Total no. of words of 5 letters formed by letters of the word BOMBAY.
[You should use only 5 letters out of 6 letters of the word BOMBAY]

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