Naruto and Sasuke are playing a game of throwing kunai knives at target In each round exactly one among them

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(#M40016407) MBA question permutations and combinations, probability Keep an EYE

Naruto and Sasuke are playing a game of throwing kunai knives at target. In each round exactly one among them gets a point. If whoever gets total of five points first, wins the game, then what is total number of ways in which either of them can win the game?

1) 282
2) 232
3) 252
4) 156: Asked In MBA (11 years ago); Unsolved; Is this Puzzle helpful? (0) (0) Submit Your Solution

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Latest MBA Aptitude Question SOLUTION: Naruto and Sasuke are playing a game of throwing kunai knives at target. In each round exactly one among them gets a point. If whoever gets total of five points first, wins the gam

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(#M40016407) MBA question permutations and combinations, probability Keep an EYE

Naruto and Sasuke are playing a game of throwing kunai knives at target. In each round exactly one among them gets a point. If whoever gets total of five points first, wins the game, then what is total number of ways in which either of them can win the game?

1) 282
2) 232
3) 252
4) 156

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Latest MBA Aptitude Question SOLUTION: Naruto and Sasuke are playing a game of throwing kunai knives at target. In each round exactly one among them gets a point. If whoever gets total of five points first, wins the gam

MBA Question Papers:

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MBA Question Topics

Category (7)

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HR Interview (7)

Logical Reasoning (47)

Numerical Ability (171)

Programming (2)

Verbal Ability (11)

(#M40016407) MBA question permutations and combinations, probability Keep an EYE

Naruto and Sasuke are playing a game of throwing kunai knives at target. In each round exactly one among them gets a point. If whoever gets total of five points first, wins the game, then what is total number of ways in which either of them can win the game? 1) 282 2) 232 3) 252 4) 156

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Challenger of the Day

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Naruto and Sasuke are playing a game of throwing kunai knives at target. In each round exactly one among them gets a point. If whoever gets total of five points first, wins the game, then what is total number of ways in which either of them can win the game?

1) 282
2) 232
3) 252
4) 156