Question Description
DIRECTIONS for questions: Answer the questions on the basis of the information given below.A twenty-two-member panel was constituted to select the best tennis player in the world from five players - Federer, Nadal, Djokovic, Murray and Wawrinka. This selection was done in four rounds, such that in each round, the player that received the minimum number of votes was eliminated. The player that received the maximum number of votes in the final round was declared the best tennis player in the world. All the twenty-two members voted in all the four rounds and in each round, one member can vote for exactly one player. The following table gives the total number of votes received by each player across all the rounds:Further, it is also known that, i. Murray was the only player who received the same number of votes in two or more rounds.ii. all the members who voted for a specific player in a round voted for the same player in all the subsequent rounds unless he was eliminated.iii. there were exactly two rounds in which the number of votes received by all the players were distinct, and exactly two rounds in which exactly two players received the same number of votes, while the others received a distinct number of votes each.iv. in none of the rounds did more than one player receive the least number of votes.Q. What is the total number of members in the panel who had to change the player that they voted for during any of the four rounds of voting?a)11b)12c)13d)14Correct answer is option 'A'. Can you explain this answer? for CAT 2024 is part of CAT preparation. The Question and answers have been prepared according to the CAT exam syllabus. Information about DIRECTIONS for questions: Answer the questions on the basis of the information given below.A twenty-two-member panel was constituted to select the best tennis player in the world from five players - Federer, Nadal, Djokovic, Murray and Wawrinka. This selection was done in four rounds, such that in each round, the player that received the minimum number of votes was eliminated. The player that received the maximum number of votes in the final round was declared the best tennis player in the world. All the twenty-two members voted in all the four rounds and in each round, one member can vote for exactly one player. The following table gives the total number of votes received by each player across all the rounds:Further, it is also known that, i. Murray was the only player who received the same number of votes in two or more rounds.ii. all the members who voted for a specific player in a round voted for the same player in all the subsequent rounds unless he was eliminated.iii. there were exactly two rounds in which the number of votes received by all the players were distinct, and exactly two rounds in which exactly two players received the same number of votes, while the others received a distinct number of votes each.iv. in none of the rounds did more than one player receive the least number of votes.Q. What is the total number of members in the panel who had to change the player that they voted for during any of the four rounds of voting?a)11b)12c)13d)14Correct 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 DIRECTIONS for questions: Answer the questions on the basis of the information given below.A twenty-two-member panel was constituted to select the best tennis player in the world from five players - Federer, Nadal, Djokovic, Murray and Wawrinka. This selection was done in four rounds, such that in each round, the player that received the minimum number of votes was eliminated. The player that received the maximum number of votes in the final round was declared the best tennis player in the world. All the twenty-two members voted in all the four rounds and in each round, one member can vote for exactly one player. The following table gives the total number of votes received by each player across all the rounds:Further, it is also known that, i. Murray was the only player who received the same number of votes in two or more rounds.ii. all the members who voted for a specific player in a round voted for the same player in all the subsequent rounds unless he was eliminated.iii. there were exactly two rounds in which the number of votes received by all the players were distinct, and exactly two rounds in which exactly two players received the same number of votes, while the others received a distinct number of votes each.iv. in none of the rounds did more than one player receive the least number of votes.Q. What is the total number of members in the panel who had to change the player that they voted for during any of the four rounds of voting?a)11b)12c)13d)14Correct answer is option 'A'. Can you explain this answer?.

Solutions for DIRECTIONS for questions: Answer the questions on the basis of the information given below.A twenty-two-member panel was constituted to select the best tennis player in the world from five players - Federer, Nadal, Djokovic, Murray and Wawrinka. This selection was done in four rounds, such that in each round, the player that received the minimum number of votes was eliminated. The player that received the maximum number of votes in the final round was declared the best tennis player in the world. All the twenty-two members voted in all the four rounds and in each round, one member can vote for exactly one player. The following table gives the total number of votes received by each player across all the rounds:Further, it is also known that, i. Murray was the only player who received the same number of votes in two or more rounds.ii. all the members who voted for a specific player in a round voted for the same player in all the subsequent rounds unless he was eliminated.iii. there were exactly two rounds in which the number of votes received by all the players were distinct, and exactly two rounds in which exactly two players received the same number of votes, while the others received a distinct number of votes each.iv. in none of the rounds did more than one player receive the least number of votes.Q. What is the total number of members in the panel who had to change the player that they voted for during any of the four rounds of voting?a)11b)12c)13d)14Correct answer is option 'A'. Can you explain this answer? in English & in Hindi are available as part of our courses for CAT. Download more important topics, notes, lectures and mock test series for CAT Exam by signing up for free.

Here you can find the meaning of DIRECTIONS for questions: Answer the questions on the basis of the information given below.A twenty-two-member panel was constituted to select the best tennis player in the world from five players - Federer, Nadal, Djokovic, Murray and Wawrinka. This selection was done in four rounds, such that in each round, the player that received the minimum number of votes was eliminated. The player that received the maximum number of votes in the final round was declared the best tennis player in the world. All the twenty-two members voted in all the four rounds and in each round, one member can vote for exactly one player. The following table gives the total number of votes received by each player across all the rounds:Further, it is also known that, i. Murray was the only player who received the same number of votes in two or more rounds.ii. all the members who voted for a specific player in a round voted for the same player in all the subsequent rounds unless he was eliminated.iii. there were exactly two rounds in which the number of votes received by all the players were distinct, and exactly two rounds in which exactly two players received the same number of votes, while the others received a distinct number of votes each.iv. in none of the rounds did more than one player receive the least number of votes.Q. What is the total number of members in the panel who had to change the player that they voted for during any of the four rounds of voting?a)11b)12c)13d)14Correct answer is option 'A'. Can you explain this answer? defined & explained in the simplest way possible. Besides giving the explanation of DIRECTIONS for questions: Answer the questions on the basis of the information given below.A twenty-two-member panel was constituted to select the best tennis player in the world from five players - Federer, Nadal, Djokovic, Murray and Wawrinka. This selection was done in four rounds, such that in each round, the player that received the minimum number of votes was eliminated. The player that received the maximum number of votes in the final round was declared the best tennis player in the world. All the twenty-two members voted in all the four rounds and in each round, one member can vote for exactly one player. The following table gives the total number of votes received by each player across all the rounds:Further, it is also known that, i. Murray was the only player who received the same number of votes in two or more rounds.ii. all the members who voted for a specific player in a round voted for the same player in all the subsequent rounds unless he was eliminated.iii. there were exactly two rounds in which the number of votes received by all the players were distinct, and exactly two rounds in which exactly two players received the same number of votes, while the others received a distinct number of votes each.iv. in none of the rounds did more than one player receive the least number of votes.Q. What is the total number of members in the panel who had to change the player that they voted for during any of the four rounds of voting?a)11b)12c)13d)14Correct answer is option 'A'. Can you explain this answer?, a detailed solution for DIRECTIONS for questions: Answer the questions on the basis of the information given below.A twenty-two-member panel was constituted to select the best tennis player in the world from five players - Federer, Nadal, Djokovic, Murray and Wawrinka. This selection was done in four rounds, such that in each round, the player that received the minimum number of votes was eliminated. The player that received the maximum number of votes in the final round was declared the best tennis player in the world. All the twenty-two members voted in all the four rounds and in each round, one member can vote for exactly one player. The following table gives the total number of votes received by each player across all the rounds:Further, it is also known that, i. Murray was the only player who received the same number of votes in two or more rounds.ii. all the members who voted for a specific player in a round voted for the same player in all the subsequent rounds unless he was eliminated.iii. there were exactly two rounds in which the number of votes received by all the players were distinct, and exactly two rounds in which exactly two players received the same number of votes, while the others received a distinct number of votes each.iv. in none of the rounds did more than one player receive the least number of votes.Q. What is the total number of members in the panel who had to change the player that they voted for during any of the four rounds of voting?a)11b)12c)13d)14Correct answer is option 'A'. Can you explain this answer? has been provided alongside types of DIRECTIONS for questions: Answer the questions on the basis of the information given below.A twenty-two-member panel was constituted to select the best tennis player in the world from five players - Federer, Nadal, Djokovic, Murray and Wawrinka. This selection was done in four rounds, such that in each round, the player that received the minimum number of votes was eliminated. The player that received the maximum number of votes in the final round was declared the best tennis player in the world. All the twenty-two members voted in all the four rounds and in each round, one member can vote for exactly one player. The following table gives the total number of votes received by each player across all the rounds:Further, it is also known that, i. Murray was the only player who received the same number of votes in two or more rounds.ii. all the members who voted for a specific player in a round voted for the same player in all the subsequent rounds unless he was eliminated.iii. there were exactly two rounds in which the number of votes received by all the players were distinct, and exactly two rounds in which exactly two players received the same number of votes, while the others received a distinct number of votes each.iv. in none of the rounds did more than one player receive the least number of votes.Q. What is the total number of members in the panel who had to change the player that they voted for during any of the four rounds of voting?a)11b)12c)13d)14Correct answer is option 'A'. Can you explain this answer? theory, EduRev gives you an ample number of questions to practice DIRECTIONS for questions: Answer the questions on the basis of the information given below.A twenty-two-member panel was constituted to select the best tennis player in the world from five players - Federer, Nadal, Djokovic, Murray and Wawrinka. This selection was done in four rounds, such that in each round, the player that received the minimum number of votes was eliminated. The player that received the maximum number of votes in the final round was declared the best tennis player in the world. All the twenty-two members voted in all the four rounds and in each round, one member can vote for exactly one player. The following table gives the total number of votes received by each player across all the rounds:Further, it is also known that, i. Murray was the only player who received the same number of votes in two or more rounds.ii. all the members who voted for a specific player in a round voted for the same player in all the subsequent rounds unless he was eliminated.iii. there were exactly two rounds in which the number of votes received by all the players were distinct, and exactly two rounds in which exactly two players received the same number of votes, while the others received a distinct number of votes each.iv. in none of the rounds did more than one player receive the least number of votes.Q. What is the total number of members in the panel who had to change the player that they voted for during any of the four rounds of voting?a)11b)12c)13d)14Correct answer is option 'A'. Can you explain this answer? tests, examples and also practice CAT tests.