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Answer the following question based on the information given below.In an election for the prefectorial body of a school three students Dev, Praveen and Xamim have been nominated to be elected as the Head boy. Each student can choose to vote either one of them or any two of the three nominated candidates but all students have to vote compulsorily.While counting it has been observed that students from all standards except 8th, 9th and 10th have voted for all the three candidates in equal numbers. The students from standard 8 voted for only Dev and Xamim, students from standard 9 did not vote for Dev. The students of standard 10 voted for all of them, however no student voted for both Dev and Praveen. The total number of votes from 8th standard is equal to 140, the number of students from 9th standard who voted for Xamim is 70. The total number of students in standard 10 is 150 out of which the number of students in standard 10 who caste only one vote is 120. The total number of students who caste exactly two votes is 130. Also, each of the candidates had to campaign in at least two classes(standards) to put forward their ideas. The candidates get votes from a class if and only if he campaign in that class.Q.In a class room there are eight seats numbered 1 to 8. These seats are arranged in two rows and four columns as shown below.Ram was the first child to enter the class on a particular day. He interchanged the positions of some seats. When the teacher entered the classroom, she noticed that the positions of exactly four seats had been changed. However, the number of rows and columns was the same as earlier. As per the new arrangement, all seats in any column were either odd numbered seats or even numbered. If seat 2 is now in the same row as seat 7, which of the following statements MUST be true?a)The position of Seat 2 is not changed.b)The position of Seat 5 is not changed.c)The position of Seat 7 is changed.d)None of the abovee)All of the aboveCorrect answer is option 'D'. 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 Answer the following question based on the information given below.In an election for the prefectorial body of a school three students Dev, Praveen and Xamim have been nominated to be elected as the Head boy. Each student can choose to vote either one of them or any two of the three nominated candidates but all students have to vote compulsorily.While counting it has been observed that students from all standards except 8th, 9th and 10th have voted for all the three candidates in equal numbers. The students from standard 8 voted for only Dev and Xamim, students from standard 9 did not vote for Dev. The students of standard 10 voted for all of them, however no student voted for both Dev and Praveen. The total number of votes from 8th standard is equal to 140, the number of students from 9th standard who voted for Xamim is 70. The total number of students in standard 10 is 150 out of which the number of students in standard 10 who caste only one vote is 120. The total number of students who caste exactly two votes is 130. Also, each of the candidates had to campaign in at least two classes(standards) to put forward their ideas. The candidates get votes from a class if and only if he campaign in that class.Q.In a class room there are eight seats numbered 1 to 8. These seats are arranged in two rows and four columns as shown below.Ram was the first child to enter the class on a particular day. He interchanged the positions of some seats. When the teacher entered the classroom, she noticed that the positions of exactly four seats had been changed. However, the number of rows and columns was the same as earlier. As per the new arrangement, all seats in any column were either odd numbered seats or even numbered. If seat 2 is now in the same row as seat 7, which of the following statements MUST be true?a)The position of Seat 2 is not changed.b)The position of Seat 5 is not changed.c)The position of Seat 7 is changed.d)None of the abovee)All of the aboveCorrect answer is option 'D'. Can you explain this answer? covers all topics & solutions for CAT 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Answer the following question based on the information given below.In an election for the prefectorial body of a school three students Dev, Praveen and Xamim have been nominated to be elected as the Head boy. Each student can choose to vote either one of them or any two of the three nominated candidates but all students have to vote compulsorily.While counting it has been observed that students from all standards except 8th, 9th and 10th have voted for all the three candidates in equal numbers. The students from standard 8 voted for only Dev and Xamim, students from standard 9 did not vote for Dev. The students of standard 10 voted for all of them, however no student voted for both Dev and Praveen. The total number of votes from 8th standard is equal to 140, the number of students from 9th standard who voted for Xamim is 70. The total number of students in standard 10 is 150 out of which the number of students in standard 10 who caste only one vote is 120. The total number of students who caste exactly two votes is 130. Also, each of the candidates had to campaign in at least two classes(standards) to put forward their ideas. The candidates get votes from a class if and only if he campaign in that class.Q.In a class room there are eight seats numbered 1 to 8. These seats are arranged in two rows and four columns as shown below.Ram was the first child to enter the class on a particular day. He interchanged the positions of some seats. When the teacher entered the classroom, she noticed that the positions of exactly four seats had been changed. However, the number of rows and columns was the same as earlier. As per the new arrangement, all seats in any column were either odd numbered seats or even numbered. If seat 2 is now in the same row as seat 7, which of the following statements MUST be true?a)The position of Seat 2 is not changed.b)The position of Seat 5 is not changed.c)The position of Seat 7 is changed.d)None of the abovee)All of the aboveCorrect answer is option 'D'. Can you explain this answer?.

Solutions for Answer the following question based on the information given below.In an election for the prefectorial body of a school three students Dev, Praveen and Xamim have been nominated to be elected as the Head boy. Each student can choose to vote either one of them or any two of the three nominated candidates but all students have to vote compulsorily.While counting it has been observed that students from all standards except 8th, 9th and 10th have voted for all the three candidates in equal numbers. The students from standard 8 voted for only Dev and Xamim, students from standard 9 did not vote for Dev. The students of standard 10 voted for all of them, however no student voted for both Dev and Praveen. The total number of votes from 8th standard is equal to 140, the number of students from 9th standard who voted for Xamim is 70. The total number of students in standard 10 is 150 out of which the number of students in standard 10 who caste only one vote is 120. The total number of students who caste exactly two votes is 130. Also, each of the candidates had to campaign in at least two classes(standards) to put forward their ideas. The candidates get votes from a class if and only if he campaign in that class.Q.In a class room there are eight seats numbered 1 to 8. These seats are arranged in two rows and four columns as shown below.Ram was the first child to enter the class on a particular day. He interchanged the positions of some seats. When the teacher entered the classroom, she noticed that the positions of exactly four seats had been changed. However, the number of rows and columns was the same as earlier. As per the new arrangement, all seats in any column were either odd numbered seats or even numbered. If seat 2 is now in the same row as seat 7, which of the following statements MUST be true?a)The position of Seat 2 is not changed.b)The position of Seat 5 is not changed.c)The position of Seat 7 is changed.d)None of the abovee)All of the aboveCorrect answer is option 'D'. 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 Answer the following question based on the information given below.In an election for the prefectorial body of a school three students Dev, Praveen and Xamim have been nominated to be elected as the Head boy. Each student can choose to vote either one of them or any two of the three nominated candidates but all students have to vote compulsorily.While counting it has been observed that students from all standards except 8th, 9th and 10th have voted for all the three candidates in equal numbers. The students from standard 8 voted for only Dev and Xamim, students from standard 9 did not vote for Dev. The students of standard 10 voted for all of them, however no student voted for both Dev and Praveen. The total number of votes from 8th standard is equal to 140, the number of students from 9th standard who voted for Xamim is 70. The total number of students in standard 10 is 150 out of which the number of students in standard 10 who caste only one vote is 120. The total number of students who caste exactly two votes is 130. Also, each of the candidates had to campaign in at least two classes(standards) to put forward their ideas. The candidates get votes from a class if and only if he campaign in that class.Q.In a class room there are eight seats numbered 1 to 8. These seats are arranged in two rows and four columns as shown below.Ram was the first child to enter the class on a particular day. He interchanged the positions of some seats. When the teacher entered the classroom, she noticed that the positions of exactly four seats had been changed. However, the number of rows and columns was the same as earlier. As per the new arrangement, all seats in any column were either odd numbered seats or even numbered. If seat 2 is now in the same row as seat 7, which of the following statements MUST be true?a)The position of Seat 2 is not changed.b)The position of Seat 5 is not changed.c)The position of Seat 7 is changed.d)None of the abovee)All of the aboveCorrect answer is option 'D'. Can you explain this answer? defined & explained in the simplest way possible. Besides giving the explanation of Answer the following question based on the information given below.In an election for the prefectorial body of a school three students Dev, Praveen and Xamim have been nominated to be elected as the Head boy. Each student can choose to vote either one of them or any two of the three nominated candidates but all students have to vote compulsorily.While counting it has been observed that students from all standards except 8th, 9th and 10th have voted for all the three candidates in equal numbers. The students from standard 8 voted for only Dev and Xamim, students from standard 9 did not vote for Dev. The students of standard 10 voted for all of them, however no student voted for both Dev and Praveen. The total number of votes from 8th standard is equal to 140, the number of students from 9th standard who voted for Xamim is 70. The total number of students in standard 10 is 150 out of which the number of students in standard 10 who caste only one vote is 120. The total number of students who caste exactly two votes is 130. Also, each of the candidates had to campaign in at least two classes(standards) to put forward their ideas. The candidates get votes from a class if and only if he campaign in that class.Q.In a class room there are eight seats numbered 1 to 8. These seats are arranged in two rows and four columns as shown below.Ram was the first child to enter the class on a particular day. He interchanged the positions of some seats. When the teacher entered the classroom, she noticed that the positions of exactly four seats had been changed. However, the number of rows and columns was the same as earlier. As per the new arrangement, all seats in any column were either odd numbered seats or even numbered. If seat 2 is now in the same row as seat 7, which of the following statements MUST be true?a)The position of Seat 2 is not changed.b)The position of Seat 5 is not changed.c)The position of Seat 7 is changed.d)None of the abovee)All of the aboveCorrect answer is option 'D'. Can you explain this answer?, a detailed solution for Answer the following question based on the information given below.In an election for the prefectorial body of a school three students Dev, Praveen and Xamim have been nominated to be elected as the Head boy. Each student can choose to vote either one of them or any two of the three nominated candidates but all students have to vote compulsorily.While counting it has been observed that students from all standards except 8th, 9th and 10th have voted for all the three candidates in equal numbers. The students from standard 8 voted for only Dev and Xamim, students from standard 9 did not vote for Dev. The students of standard 10 voted for all of them, however no student voted for both Dev and Praveen. The total number of votes from 8th standard is equal to 140, the number of students from 9th standard who voted for Xamim is 70. The total number of students in standard 10 is 150 out of which the number of students in standard 10 who caste only one vote is 120. The total number of students who caste exactly two votes is 130. Also, each of the candidates had to campaign in at least two classes(standards) to put forward their ideas. The candidates get votes from a class if and only if he campaign in that class.Q.In a class room there are eight seats numbered 1 to 8. These seats are arranged in two rows and four columns as shown below.Ram was the first child to enter the class on a particular day. He interchanged the positions of some seats. When the teacher entered the classroom, she noticed that the positions of exactly four seats had been changed. However, the number of rows and columns was the same as earlier. As per the new arrangement, all seats in any column were either odd numbered seats or even numbered. If seat 2 is now in the same row as seat 7, which of the following statements MUST be true?a)The position of Seat 2 is not changed.b)The position of Seat 5 is not changed.c)The position of Seat 7 is changed.d)None of the abovee)All of the aboveCorrect answer is option 'D'. Can you explain this answer? has been provided alongside types of Answer the following question based on the information given below.In an election for the prefectorial body of a school three students Dev, Praveen and Xamim have been nominated to be elected as the Head boy. Each student can choose to vote either one of them or any two of the three nominated candidates but all students have to vote compulsorily.While counting it has been observed that students from all standards except 8th, 9th and 10th have voted for all the three candidates in equal numbers. The students from standard 8 voted for only Dev and Xamim, students from standard 9 did not vote for Dev. The students of standard 10 voted for all of them, however no student voted for both Dev and Praveen. The total number of votes from 8th standard is equal to 140, the number of students from 9th standard who voted for Xamim is 70. The total number of students in standard 10 is 150 out of which the number of students in standard 10 who caste only one vote is 120. The total number of students who caste exactly two votes is 130. Also, each of the candidates had to campaign in at least two classes(standards) to put forward their ideas. The candidates get votes from a class if and only if he campaign in that class.Q.In a class room there are eight seats numbered 1 to 8. These seats are arranged in two rows and four columns as shown below.Ram was the first child to enter the class on a particular day. He interchanged the positions of some seats. When the teacher entered the classroom, she noticed that the positions of exactly four seats had been changed. However, the number of rows and columns was the same as earlier. As per the new arrangement, all seats in any column were either odd numbered seats or even numbered. If seat 2 is now in the same row as seat 7, which of the following statements MUST be true?a)The position of Seat 2 is not changed.b)The position of Seat 5 is not changed.c)The position of Seat 7 is changed.d)None of the abovee)All of the aboveCorrect answer is option 'D'. Can you explain this answer? theory, EduRev gives you an ample number of questions to practice Answer the following question based on the information given below.In an election for the prefectorial body of a school three students Dev, Praveen and Xamim have been nominated to be elected as the Head boy. Each student can choose to vote either one of them or any two of the three nominated candidates but all students have to vote compulsorily.While counting it has been observed that students from all standards except 8th, 9th and 10th have voted for all the three candidates in equal numbers. The students from standard 8 voted for only Dev and Xamim, students from standard 9 did not vote for Dev. The students of standard 10 voted for all of them, however no student voted for both Dev and Praveen. The total number of votes from 8th standard is equal to 140, the number of students from 9th standard who voted for Xamim is 70. The total number of students in standard 10 is 150 out of which the number of students in standard 10 who caste only one vote is 120. The total number of students who caste exactly two votes is 130. Also, each of the candidates had to campaign in at least two classes(standards) to put forward their ideas. The candidates get votes from a class if and only if he campaign in that class.Q.In a class room there are eight seats numbered 1 to 8. These seats are arranged in two rows and four columns as shown below.Ram was the first child to enter the class on a particular day. He interchanged the positions of some seats. When the teacher entered the classroom, she noticed that the positions of exactly four seats had been changed. However, the number of rows and columns was the same as earlier. As per the new arrangement, all seats in any column were either odd numbered seats or even numbered. If seat 2 is now in the same row as seat 7, which of the following statements MUST be true?a)The position of Seat 2 is not changed.b)The position of Seat 5 is not changed.c)The position of Seat 7 is changed.d)None of the abovee)All of the aboveCorrect answer is option 'D'. Can you explain this answer? tests, examples and also practice CAT tests.