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Two players are playing a game called Pick an alpha. In this game, there are 2 variables, the first one is a, the starting alphabet, and the second one n the maximum range of alphabets starting from a. The game proceeds as follows. One of the players picks an alphabet from the first n alphabets starting from a, say m, now the second player has to pick an alphabet from the first n alphabets starting from the alphabet just afterm, and in a similar way, it continues till one player picks the alphabet Z. The player to choose Z loses the game. If at any point during the game, less than n alphabets remain, the player has to choose from these remaining alphabets.Both the players pick alphabets that maximise their chance to win.Suppose, the value of a is G and the value of n is 3. So, the first player has to pick an alphabet among G, H, I. Suppose he picks I. Then the second player has to pick among J, K and L. It continues in a similar fashion.Based on the information given above, answer the questions that follow.Q. Suppose the rules of the game are changed such that the one who picks Z wins. What should the player who is starting the game pick in his first chance so that he definitely wins? a = A, n = 4.a)Ab)Bc)Cd)DCorrect answer is option 'A'. Can you explain this answer? for CAT 2024 is part of CAT preparation. The Question and answers have been prepared
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the CAT exam syllabus. Information about Two players are playing a game called Pick an alpha. In this game, there are 2 variables, the first one is a, the starting alphabet, and the second one n the maximum range of alphabets starting from a. The game proceeds as follows. One of the players picks an alphabet from the first n alphabets starting from a, say m, now the second player has to pick an alphabet from the first n alphabets starting from the alphabet just afterm, and in a similar way, it continues till one player picks the alphabet Z. The player to choose Z loses the game. If at any point during the game, less than n alphabets remain, the player has to choose from these remaining alphabets.Both the players pick alphabets that maximise their chance to win.Suppose, the value of a is G and the value of n is 3. So, the first player has to pick an alphabet among G, H, I. Suppose he picks I. Then the second player has to pick among J, K and L. It continues in a similar fashion.Based on the information given above, answer the questions that follow.Q. Suppose the rules of the game are changed such that the one who picks Z wins. What should the player who is starting the game pick in his first chance so that he definitely wins? a = A, n = 4.a)Ab)Bc)Cd)DCorrect answer is option 'A'. Can you explain this answer? covers all topics & solutions for CAT 2024 Exam.
Find important definitions, questions, meanings, examples, exercises and tests below for Two players are playing a game called Pick an alpha. In this game, there are 2 variables, the first one is a, the starting alphabet, and the second one n the maximum range of alphabets starting from a. The game proceeds as follows. One of the players picks an alphabet from the first n alphabets starting from a, say m, now the second player has to pick an alphabet from the first n alphabets starting from the alphabet just afterm, and in a similar way, it continues till one player picks the alphabet Z. The player to choose Z loses the game. If at any point during the game, less than n alphabets remain, the player has to choose from these remaining alphabets.Both the players pick alphabets that maximise their chance to win.Suppose, the value of a is G and the value of n is 3. So, the first player has to pick an alphabet among G, H, I. Suppose he picks I. Then the second player has to pick among J, K and L. It continues in a similar fashion.Based on the information given above, answer the questions that follow.Q. Suppose the rules of the game are changed such that the one who picks Z wins. What should the player who is starting the game pick in his first chance so that he definitely wins? a = A, n = 4.a)Ab)Bc)Cd)DCorrect answer is option 'A'. Can you explain this answer?.
Solutions for Two players are playing a game called Pick an alpha. In this game, there are 2 variables, the first one is a, the starting alphabet, and the second one n the maximum range of alphabets starting from a. The game proceeds as follows. One of the players picks an alphabet from the first n alphabets starting from a, say m, now the second player has to pick an alphabet from the first n alphabets starting from the alphabet just afterm, and in a similar way, it continues till one player picks the alphabet Z. The player to choose Z loses the game. If at any point during the game, less than n alphabets remain, the player has to choose from these remaining alphabets.Both the players pick alphabets that maximise their chance to win.Suppose, the value of a is G and the value of n is 3. So, the first player has to pick an alphabet among G, H, I. Suppose he picks I. Then the second player has to pick among J, K and L. It continues in a similar fashion.Based on the information given above, answer the questions that follow.Q. Suppose the rules of the game are changed such that the one who picks Z wins. What should the player who is starting the game pick in his first chance so that he definitely wins? a = A, n = 4.a)Ab)Bc)Cd)DCorrect answer is option 'A'. Can you explain this answer? in English & in Hindi are available as part of our courses for CAT.
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Here you can find the meaning of Two players are playing a game called Pick an alpha. In this game, there are 2 variables, the first one is a, the starting alphabet, and the second one n the maximum range of alphabets starting from a. The game proceeds as follows. One of the players picks an alphabet from the first n alphabets starting from a, say m, now the second player has to pick an alphabet from the first n alphabets starting from the alphabet just afterm, and in a similar way, it continues till one player picks the alphabet Z. The player to choose Z loses the game. If at any point during the game, less than n alphabets remain, the player has to choose from these remaining alphabets.Both the players pick alphabets that maximise their chance to win.Suppose, the value of a is G and the value of n is 3. So, the first player has to pick an alphabet among G, H, I. Suppose he picks I. Then the second player has to pick among J, K and L. It continues in a similar fashion.Based on the information given above, answer the questions that follow.Q. Suppose the rules of the game are changed such that the one who picks Z wins. What should the player who is starting the game pick in his first chance so that he definitely wins? a = A, n = 4.a)Ab)Bc)Cd)DCorrect answer is option 'A'. Can you explain this answer? defined & explained in the simplest way possible. Besides giving the explanation of
Two players are playing a game called Pick an alpha. In this game, there are 2 variables, the first one is a, the starting alphabet, and the second one n the maximum range of alphabets starting from a. The game proceeds as follows. One of the players picks an alphabet from the first n alphabets starting from a, say m, now the second player has to pick an alphabet from the first n alphabets starting from the alphabet just afterm, and in a similar way, it continues till one player picks the alphabet Z. The player to choose Z loses the game. If at any point during the game, less than n alphabets remain, the player has to choose from these remaining alphabets.Both the players pick alphabets that maximise their chance to win.Suppose, the value of a is G and the value of n is 3. So, the first player has to pick an alphabet among G, H, I. Suppose he picks I. Then the second player has to pick among J, K and L. It continues in a similar fashion.Based on the information given above, answer the questions that follow.Q. Suppose the rules of the game are changed such that the one who picks Z wins. What should the player who is starting the game pick in his first chance so that he definitely wins? a = A, n = 4.a)Ab)Bc)Cd)DCorrect answer is option 'A'. Can you explain this answer?, a detailed solution for Two players are playing a game called Pick an alpha. In this game, there are 2 variables, the first one is a, the starting alphabet, and the second one n the maximum range of alphabets starting from a. The game proceeds as follows. One of the players picks an alphabet from the first n alphabets starting from a, say m, now the second player has to pick an alphabet from the first n alphabets starting from the alphabet just afterm, and in a similar way, it continues till one player picks the alphabet Z. The player to choose Z loses the game. If at any point during the game, less than n alphabets remain, the player has to choose from these remaining alphabets.Both the players pick alphabets that maximise their chance to win.Suppose, the value of a is G and the value of n is 3. So, the first player has to pick an alphabet among G, H, I. Suppose he picks I. Then the second player has to pick among J, K and L. It continues in a similar fashion.Based on the information given above, answer the questions that follow.Q. Suppose the rules of the game are changed such that the one who picks Z wins. What should the player who is starting the game pick in his first chance so that he definitely wins? a = A, n = 4.a)Ab)Bc)Cd)DCorrect answer is option 'A'. Can you explain this answer? has been provided alongside types of Two players are playing a game called Pick an alpha. In this game, there are 2 variables, the first one is a, the starting alphabet, and the second one n the maximum range of alphabets starting from a. The game proceeds as follows. One of the players picks an alphabet from the first n alphabets starting from a, say m, now the second player has to pick an alphabet from the first n alphabets starting from the alphabet just afterm, and in a similar way, it continues till one player picks the alphabet Z. The player to choose Z loses the game. If at any point during the game, less than n alphabets remain, the player has to choose from these remaining alphabets.Both the players pick alphabets that maximise their chance to win.Suppose, the value of a is G and the value of n is 3. So, the first player has to pick an alphabet among G, H, I. Suppose he picks I. Then the second player has to pick among J, K and L. It continues in a similar fashion.Based on the information given above, answer the questions that follow.Q. Suppose the rules of the game are changed such that the one who picks Z wins. What should the player who is starting the game pick in his first chance so that he definitely wins? a = A, n = 4.a)Ab)Bc)Cd)DCorrect answer is option 'A'. Can you explain this answer? theory, EduRev gives you an
ample number of questions to practice Two players are playing a game called Pick an alpha. In this game, there are 2 variables, the first one is a, the starting alphabet, and the second one n the maximum range of alphabets starting from a. The game proceeds as follows. One of the players picks an alphabet from the first n alphabets starting from a, say m, now the second player has to pick an alphabet from the first n alphabets starting from the alphabet just afterm, and in a similar way, it continues till one player picks the alphabet Z. The player to choose Z loses the game. If at any point during the game, less than n alphabets remain, the player has to choose from these remaining alphabets.Both the players pick alphabets that maximise their chance to win.Suppose, the value of a is G and the value of n is 3. So, the first player has to pick an alphabet among G, H, I. Suppose he picks I. Then the second player has to pick among J, K and L. It continues in a similar fashion.Based on the information given above, answer the questions that follow.Q. Suppose the rules of the game are changed such that the one who picks Z wins. What should the player who is starting the game pick in his first chance so that he definitely wins? a = A, n = 4.a)Ab)Bc)Cd)DCorrect answer is option 'A'. Can you explain this answer? tests, examples and also practice CAT tests.