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A, B, C, D, E and F are six friends appearing for a Management entrance test. They applied together and were surprised to see that though they were all seated the same row, their hall ticket numbers were not in serial order. Further, the following information was available.(A) Neither A nor F is seated at the ends, and the persons sitting at any ends do not have hall ticket numbers whose last digit is 2.(B) A and F are adjacent to each other, while B and E are adjacent to each other and are to the left of A.The remaining two friends are also adjacent to each other. Also A and F have hall ticket numbers whose first digit is 4.(C) Each hall ticket number is of two digits which is a multiple of 6, such that there are three pairs of consecutive multiples of 6. The sum of each pair is a multiple of 10.(D) They are seated in such a way that the hall ticket numbers that end with the same digit are in ascending order from left to right.E is not at any end and the same is true of D, who is not adjacent to A.11. In how many ways can the six friends be seated?12. If A's hall ticket number ends with the digit '2', then what is the hall ticket number of F?13. The lowest of the hall ticket numbers of the six friends is14. What is the hall ticket number of the person sitting to the immediate right of F? Related: Linear Arrangement Problems - Logical Reasoning? for LR 2024 is part of LR preparation. The Question and answers have been prepared according to the LR exam syllabus. Information about A, B, C, D, E and F are six friends appearing for a Management entrance test. They applied together and were surprised to see that though they were all seated the same row, their hall ticket numbers were not in serial order. Further, the following information was available.(A) Neither A nor F is seated at the ends, and the persons sitting at any ends do not have hall ticket numbers whose last digit is 2.(B) A and F are adjacent to each other, while B and E are adjacent to each other and are to the left of A.The remaining two friends are also adjacent to each other. Also A and F have hall ticket numbers whose first digit is 4.(C) Each hall ticket number is of two digits which is a multiple of 6, such that there are three pairs of consecutive multiples of 6. The sum of each pair is a multiple of 10.(D) They are seated in such a way that the hall ticket numbers that end with the same digit are in ascending order from left to right.E is not at any end and the same is true of D, who is not adjacent to A.11. In how many ways can the six friends be seated?12. If A's hall ticket number ends with the digit '2', then what is the hall ticket number of F?13. The lowest of the hall ticket numbers of the six friends is14. What is the hall ticket number of the person sitting to the immediate right of F? Related: Linear Arrangement Problems - Logical Reasoning? covers all topics & solutions for LR 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A, B, C, D, E and F are six friends appearing for a Management entrance test. They applied together and were surprised to see that though they were all seated the same row, their hall ticket numbers were not in serial order. Further, the following information was available.(A) Neither A nor F is seated at the ends, and the persons sitting at any ends do not have hall ticket numbers whose last digit is 2.(B) A and F are adjacent to each other, while B and E are adjacent to each other and are to the left of A.The remaining two friends are also adjacent to each other. Also A and F have hall ticket numbers whose first digit is 4.(C) Each hall ticket number is of two digits which is a multiple of 6, such that there are three pairs of consecutive multiples of 6. The sum of each pair is a multiple of 10.(D) They are seated in such a way that the hall ticket numbers that end with the same digit are in ascending order from left to right.E is not at any end and the same is true of D, who is not adjacent to A.11. In how many ways can the six friends be seated?12. If A's hall ticket number ends with the digit '2', then what is the hall ticket number of F?13. The lowest of the hall ticket numbers of the six friends is14. What is the hall ticket number of the person sitting to the immediate right of F? Related: Linear Arrangement Problems - Logical Reasoning?.

Solutions for A, B, C, D, E and F are six friends appearing for a Management entrance test. They applied together and were surprised to see that though they were all seated the same row, their hall ticket numbers were not in serial order. Further, the following information was available.(A) Neither A nor F is seated at the ends, and the persons sitting at any ends do not have hall ticket numbers whose last digit is 2.(B) A and F are adjacent to each other, while B and E are adjacent to each other and are to the left of A.The remaining two friends are also adjacent to each other. Also A and F have hall ticket numbers whose first digit is 4.(C) Each hall ticket number is of two digits which is a multiple of 6, such that there are three pairs of consecutive multiples of 6. The sum of each pair is a multiple of 10.(D) They are seated in such a way that the hall ticket numbers that end with the same digit are in ascending order from left to right.E is not at any end and the same is true of D, who is not adjacent to A.11. In how many ways can the six friends be seated?12. If A's hall ticket number ends with the digit '2', then what is the hall ticket number of F?13. The lowest of the hall ticket numbers of the six friends is14. What is the hall ticket number of the person sitting to the immediate right of F? Related: Linear Arrangement Problems - Logical Reasoning? in English & in Hindi are available as part of our courses for LR. Download more important topics, notes, lectures and mock test series for LR Exam by signing up for free.

Here you can find the meaning of A, B, C, D, E and F are six friends appearing for a Management entrance test. They applied together and were surprised to see that though they were all seated the same row, their hall ticket numbers were not in serial order. Further, the following information was available.(A) Neither A nor F is seated at the ends, and the persons sitting at any ends do not have hall ticket numbers whose last digit is 2.(B) A and F are adjacent to each other, while B and E are adjacent to each other and are to the left of A.The remaining two friends are also adjacent to each other. Also A and F have hall ticket numbers whose first digit is 4.(C) Each hall ticket number is of two digits which is a multiple of 6, such that there are three pairs of consecutive multiples of 6. The sum of each pair is a multiple of 10.(D) They are seated in such a way that the hall ticket numbers that end with the same digit are in ascending order from left to right.E is not at any end and the same is true of D, who is not adjacent to A.11. In how many ways can the six friends be seated?12. If A's hall ticket number ends with the digit '2', then what is the hall ticket number of F?13. The lowest of the hall ticket numbers of the six friends is14. What is the hall ticket number of the person sitting to the immediate right of F? Related: Linear Arrangement Problems - Logical Reasoning? defined & explained in the simplest way possible. Besides giving the explanation of A, B, C, D, E and F are six friends appearing for a Management entrance test. They applied together and were surprised to see that though they were all seated the same row, their hall ticket numbers were not in serial order. Further, the following information was available.(A) Neither A nor F is seated at the ends, and the persons sitting at any ends do not have hall ticket numbers whose last digit is 2.(B) A and F are adjacent to each other, while B and E are adjacent to each other and are to the left of A.The remaining two friends are also adjacent to each other. Also A and F have hall ticket numbers whose first digit is 4.(C) Each hall ticket number is of two digits which is a multiple of 6, such that there are three pairs of consecutive multiples of 6. The sum of each pair is a multiple of 10.(D) They are seated in such a way that the hall ticket numbers that end with the same digit are in ascending order from left to right.E is not at any end and the same is true of D, who is not adjacent to A.11. In how many ways can the six friends be seated?12. If A's hall ticket number ends with the digit '2', then what is the hall ticket number of F?13. The lowest of the hall ticket numbers of the six friends is14. What is the hall ticket number of the person sitting to the immediate right of F? Related: Linear Arrangement Problems - Logical Reasoning?, a detailed solution for A, B, C, D, E and F are six friends appearing for a Management entrance test. They applied together and were surprised to see that though they were all seated the same row, their hall ticket numbers were not in serial order. Further, the following information was available.(A) Neither A nor F is seated at the ends, and the persons sitting at any ends do not have hall ticket numbers whose last digit is 2.(B) A and F are adjacent to each other, while B and E are adjacent to each other and are to the left of A.The remaining two friends are also adjacent to each other. Also A and F have hall ticket numbers whose first digit is 4.(C) Each hall ticket number is of two digits which is a multiple of 6, such that there are three pairs of consecutive multiples of 6. The sum of each pair is a multiple of 10.(D) They are seated in such a way that the hall ticket numbers that end with the same digit are in ascending order from left to right.E is not at any end and the same is true of D, who is not adjacent to A.11. In how many ways can the six friends be seated?12. If A's hall ticket number ends with the digit '2', then what is the hall ticket number of F?13. The lowest of the hall ticket numbers of the six friends is14. What is the hall ticket number of the person sitting to the immediate right of F? Related: Linear Arrangement Problems - Logical Reasoning? has been provided alongside types of A, B, C, D, E and F are six friends appearing for a Management entrance test. They applied together and were surprised to see that though they were all seated the same row, their hall ticket numbers were not in serial order. Further, the following information was available.(A) Neither A nor F is seated at the ends, and the persons sitting at any ends do not have hall ticket numbers whose last digit is 2.(B) A and F are adjacent to each other, while B and E are adjacent to each other and are to the left of A.The remaining two friends are also adjacent to each other. Also A and F have hall ticket numbers whose first digit is 4.(C) Each hall ticket number is of two digits which is a multiple of 6, such that there are three pairs of consecutive multiples of 6. The sum of each pair is a multiple of 10.(D) They are seated in such a way that the hall ticket numbers that end with the same digit are in ascending order from left to right.E is not at any end and the same is true of D, who is not adjacent to A.11. In how many ways can the six friends be seated?12. If A's hall ticket number ends with the digit '2', then what is the hall ticket number of F?13. The lowest of the hall ticket numbers of the six friends is14. What is the hall ticket number of the person sitting to the immediate right of F? Related: Linear Arrangement Problems - Logical Reasoning? theory, EduRev gives you an ample number of questions to practice A, B, C, D, E and F are six friends appearing for a Management entrance test. They applied together and were surprised to see that though they were all seated the same row, their hall ticket numbers were not in serial order. Further, the following information was available.(A) Neither A nor F is seated at the ends, and the persons sitting at any ends do not have hall ticket numbers whose last digit is 2.(B) A and F are adjacent to each other, while B and E are adjacent to each other and are to the left of A.The remaining two friends are also adjacent to each other. Also A and F have hall ticket numbers whose first digit is 4.(C) Each hall ticket number is of two digits which is a multiple of 6, such that there are three pairs of consecutive multiples of 6. The sum of each pair is a multiple of 10.(D) They are seated in such a way that the hall ticket numbers that end with the same digit are in ascending order from left to right.E is not at any end and the same is true of D, who is not adjacent to A.11. In how many ways can the six friends be seated?12. If A's hall ticket number ends with the digit '2', then what is the hall ticket number of F?13. The lowest of the hall ticket numbers of the six friends is14. What is the hall ticket number of the person sitting to the immediate right of F? Related: Linear Arrangement Problems - Logical Reasoning? tests, examples and also practice LR tests.