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In a certain training institute which had exactly 200 students, each student was given exactly one question from one among the following categories: Reasoning, Mathematics, Grammar, Interpretation and Comprehension.
Chart 1 gives the distribution of questions among the students.
However, since the students were not happy with the type of questions each one had received, they exchanged their questions with other students in such a way that none of them had a question of the same category as they had earlier.
However, since the students were not happy with the type of questions each one had received, they exchanged their questions with other students in such a way that none of them had a question of the same category as they had earlier.
Chart 2 shows the distribution of number of students who initially had questions from Reasoning category and exchanged their questions across students of various categories.
Further, exactly 8 students who originally had questions on Interpretation now have questions on Reasoning with them. Also 8 students who initially had questions on comprehension now have questions on Interpretation category.
Also out of the students who initially had questions on Grammar, 3 students now have questions on Reasoning and 16 have questions on Mathematics category.
Q.If out of the students who initially had questions on Mathematics, the number of students who now have questions on Reasoning is twice the number of students now having questions on Grammar, then at least how many students now have questions on Comprehension with them who initially had questions on Mathematics with them?
Correct answer is '20'. Can you explain this answer?
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In a certain training institute which had exactly 200 students, each s...
Out of the students who initially had questions from Mathematics category, the number of students who now have questions on Reasoning is twice the number of students now having questions on Grammar. a - 2 b
Number of students now having question on Comprehension with them who initially had questions on Mathematics is (29 + c - a - b). v a = 2b, the expresssion would reduce to 29 + c - 3b Now, (29 + c - 3b) would be minimum when c = 0 and b is maximum possible.
Now, the maximum possible value of (a + b) is 11 from (11 - a - b - d), or maximum possible value of 2b + b [for a = 2b] i.e. 3b is 11.
The maximum possible value of b = 3 The minimum possible value of (29 + c - 3b) will be 20.
Answer: 20
Number of students now having question on Comprehension with them who initially had questions on Mathematics is (29 + c - a - b). v a = 2b, the expresssion would reduce to 29 + c - 3b Now, (29 + c - 3b) would be minimum when c = 0 and b is maximum possible.
Now, the maximum possible value of (a + b) is 11 from (11 - a - b - d), or maximum possible value of 2b + b [for a = 2b] i.e. 3b is 11.
The maximum possible value of b = 3 The minimum possible value of (29 + c - 3b) will be 20.
Answer: 20
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In a certain training institute which had exactly 200 students, each student was given exactly one question from one among the following categories: Reasoning, Mathematics, Grammar, Interpretation and Comprehension.Chart 1 gives the distribution of questions among the students.However, since the students were not happy with the type of questions each one had received, they exchanged their questions with other students in such a way that none of them had a question of the same category as they had earlier.Chart 2 shows the distribution of number of students who initially had questions from Reasoning category and exchanged their questions across students of various categories.Further, exactly 8 students who originally had questions on Interpretation now have questions on Reasoning with them. Also 8 students who initially had questions on comprehension now have questions on Interpretation category.Also out of the students who initially had questions on Grammar, 3 students now have questions on Reasoning and 16 have questions on Mathematics category.Q.If out of the students who initially had questions on Mathematics, the number of students who now have questions on Reasoning is twice the number of students now having questions on Grammar, then at least how many students now have questions on Comprehension with them who initially had questions on Mathematics with them?Correct answer is '20'. Can you explain this answer?
Question Description
In a certain training institute which had exactly 200 students, each student was given exactly one question from one among the following categories: Reasoning, Mathematics, Grammar, Interpretation and Comprehension.Chart 1 gives the distribution of questions among the students.However, since the students were not happy with the type of questions each one had received, they exchanged their questions with other students in such a way that none of them had a question of the same category as they had earlier.Chart 2 shows the distribution of number of students who initially had questions from Reasoning category and exchanged their questions across students of various categories.Further, exactly 8 students who originally had questions on Interpretation now have questions on Reasoning with them. Also 8 students who initially had questions on comprehension now have questions on Interpretation category.Also out of the students who initially had questions on Grammar, 3 students now have questions on Reasoning and 16 have questions on Mathematics category.Q.If out of the students who initially had questions on Mathematics, the number of students who now have questions on Reasoning is twice the number of students now having questions on Grammar, then at least how many students now have questions on Comprehension with them who initially had questions on Mathematics with them?Correct answer is '20'. 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 In a certain training institute which had exactly 200 students, each student was given exactly one question from one among the following categories: Reasoning, Mathematics, Grammar, Interpretation and Comprehension.Chart 1 gives the distribution of questions among the students.However, since the students were not happy with the type of questions each one had received, they exchanged their questions with other students in such a way that none of them had a question of the same category as they had earlier.Chart 2 shows the distribution of number of students who initially had questions from Reasoning category and exchanged their questions across students of various categories.Further, exactly 8 students who originally had questions on Interpretation now have questions on Reasoning with them. Also 8 students who initially had questions on comprehension now have questions on Interpretation category.Also out of the students who initially had questions on Grammar, 3 students now have questions on Reasoning and 16 have questions on Mathematics category.Q.If out of the students who initially had questions on Mathematics, the number of students who now have questions on Reasoning is twice the number of students now having questions on Grammar, then at least how many students now have questions on Comprehension with them who initially had questions on Mathematics with them?Correct answer is '20'. Can you explain this answer? covers all topics & solutions for CAT 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for In a certain training institute which had exactly 200 students, each student was given exactly one question from one among the following categories: Reasoning, Mathematics, Grammar, Interpretation and Comprehension.Chart 1 gives the distribution of questions among the students.However, since the students were not happy with the type of questions each one had received, they exchanged their questions with other students in such a way that none of them had a question of the same category as they had earlier.Chart 2 shows the distribution of number of students who initially had questions from Reasoning category and exchanged their questions across students of various categories.Further, exactly 8 students who originally had questions on Interpretation now have questions on Reasoning with them. Also 8 students who initially had questions on comprehension now have questions on Interpretation category.Also out of the students who initially had questions on Grammar, 3 students now have questions on Reasoning and 16 have questions on Mathematics category.Q.If out of the students who initially had questions on Mathematics, the number of students who now have questions on Reasoning is twice the number of students now having questions on Grammar, then at least how many students now have questions on Comprehension with them who initially had questions on Mathematics with them?Correct answer is '20'. Can you explain this answer?.
In a certain training institute which had exactly 200 students, each student was given exactly one question from one among the following categories: Reasoning, Mathematics, Grammar, Interpretation and Comprehension.Chart 1 gives the distribution of questions among the students.However, since the students were not happy with the type of questions each one had received, they exchanged their questions with other students in such a way that none of them had a question of the same category as they had earlier.Chart 2 shows the distribution of number of students who initially had questions from Reasoning category and exchanged their questions across students of various categories.Further, exactly 8 students who originally had questions on Interpretation now have questions on Reasoning with them. Also 8 students who initially had questions on comprehension now have questions on Interpretation category.Also out of the students who initially had questions on Grammar, 3 students now have questions on Reasoning and 16 have questions on Mathematics category.Q.If out of the students who initially had questions on Mathematics, the number of students who now have questions on Reasoning is twice the number of students now having questions on Grammar, then at least how many students now have questions on Comprehension with them who initially had questions on Mathematics with them?Correct answer is '20'. 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 In a certain training institute which had exactly 200 students, each student was given exactly one question from one among the following categories: Reasoning, Mathematics, Grammar, Interpretation and Comprehension.Chart 1 gives the distribution of questions among the students.However, since the students were not happy with the type of questions each one had received, they exchanged their questions with other students in such a way that none of them had a question of the same category as they had earlier.Chart 2 shows the distribution of number of students who initially had questions from Reasoning category and exchanged their questions across students of various categories.Further, exactly 8 students who originally had questions on Interpretation now have questions on Reasoning with them. Also 8 students who initially had questions on comprehension now have questions on Interpretation category.Also out of the students who initially had questions on Grammar, 3 students now have questions on Reasoning and 16 have questions on Mathematics category.Q.If out of the students who initially had questions on Mathematics, the number of students who now have questions on Reasoning is twice the number of students now having questions on Grammar, then at least how many students now have questions on Comprehension with them who initially had questions on Mathematics with them?Correct answer is '20'. Can you explain this answer? covers all topics & solutions for CAT 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for In a certain training institute which had exactly 200 students, each student was given exactly one question from one among the following categories: Reasoning, Mathematics, Grammar, Interpretation and Comprehension.Chart 1 gives the distribution of questions among the students.However, since the students were not happy with the type of questions each one had received, they exchanged their questions with other students in such a way that none of them had a question of the same category as they had earlier.Chart 2 shows the distribution of number of students who initially had questions from Reasoning category and exchanged their questions across students of various categories.Further, exactly 8 students who originally had questions on Interpretation now have questions on Reasoning with them. Also 8 students who initially had questions on comprehension now have questions on Interpretation category.Also out of the students who initially had questions on Grammar, 3 students now have questions on Reasoning and 16 have questions on Mathematics category.Q.If out of the students who initially had questions on Mathematics, the number of students who now have questions on Reasoning is twice the number of students now having questions on Grammar, then at least how many students now have questions on Comprehension with them who initially had questions on Mathematics with them?Correct answer is '20'. Can you explain this answer?.
Solutions for In a certain training institute which had exactly 200 students, each student was given exactly one question from one among the following categories: Reasoning, Mathematics, Grammar, Interpretation and Comprehension.Chart 1 gives the distribution of questions among the students.However, since the students were not happy with the type of questions each one had received, they exchanged their questions with other students in such a way that none of them had a question of the same category as they had earlier.Chart 2 shows the distribution of number of students who initially had questions from Reasoning category and exchanged their questions across students of various categories.Further, exactly 8 students who originally had questions on Interpretation now have questions on Reasoning with them. Also 8 students who initially had questions on comprehension now have questions on Interpretation category.Also out of the students who initially had questions on Grammar, 3 students now have questions on Reasoning and 16 have questions on Mathematics category.Q.If out of the students who initially had questions on Mathematics, the number of students who now have questions on Reasoning is twice the number of students now having questions on Grammar, then at least how many students now have questions on Comprehension with them who initially had questions on Mathematics with them?Correct answer is '20'. 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 In a certain training institute which had exactly 200 students, each student was given exactly one question from one among the following categories: Reasoning, Mathematics, Grammar, Interpretation and Comprehension.Chart 1 gives the distribution of questions among the students.However, since the students were not happy with the type of questions each one had received, they exchanged their questions with other students in such a way that none of them had a question of the same category as they had earlier.Chart 2 shows the distribution of number of students who initially had questions from Reasoning category and exchanged their questions across students of various categories.Further, exactly 8 students who originally had questions on Interpretation now have questions on Reasoning with them. Also 8 students who initially had questions on comprehension now have questions on Interpretation category.Also out of the students who initially had questions on Grammar, 3 students now have questions on Reasoning and 16 have questions on Mathematics category.Q.If out of the students who initially had questions on Mathematics, the number of students who now have questions on Reasoning is twice the number of students now having questions on Grammar, then at least how many students now have questions on Comprehension with them who initially had questions on Mathematics with them?Correct answer is '20'. Can you explain this answer? defined & explained in the simplest way possible. Besides giving the explanation of
In a certain training institute which had exactly 200 students, each student was given exactly one question from one among the following categories: Reasoning, Mathematics, Grammar, Interpretation and Comprehension.Chart 1 gives the distribution of questions among the students.However, since the students were not happy with the type of questions each one had received, they exchanged their questions with other students in such a way that none of them had a question of the same category as they had earlier.Chart 2 shows the distribution of number of students who initially had questions from Reasoning category and exchanged their questions across students of various categories.Further, exactly 8 students who originally had questions on Interpretation now have questions on Reasoning with them. Also 8 students who initially had questions on comprehension now have questions on Interpretation category.Also out of the students who initially had questions on Grammar, 3 students now have questions on Reasoning and 16 have questions on Mathematics category.Q.If out of the students who initially had questions on Mathematics, the number of students who now have questions on Reasoning is twice the number of students now having questions on Grammar, then at least how many students now have questions on Comprehension with them who initially had questions on Mathematics with them?Correct answer is '20'. Can you explain this answer?, a detailed solution for In a certain training institute which had exactly 200 students, each student was given exactly one question from one among the following categories: Reasoning, Mathematics, Grammar, Interpretation and Comprehension.Chart 1 gives the distribution of questions among the students.However, since the students were not happy with the type of questions each one had received, they exchanged their questions with other students in such a way that none of them had a question of the same category as they had earlier.Chart 2 shows the distribution of number of students who initially had questions from Reasoning category and exchanged their questions across students of various categories.Further, exactly 8 students who originally had questions on Interpretation now have questions on Reasoning with them. Also 8 students who initially had questions on comprehension now have questions on Interpretation category.Also out of the students who initially had questions on Grammar, 3 students now have questions on Reasoning and 16 have questions on Mathematics category.Q.If out of the students who initially had questions on Mathematics, the number of students who now have questions on Reasoning is twice the number of students now having questions on Grammar, then at least how many students now have questions on Comprehension with them who initially had questions on Mathematics with them?Correct answer is '20'. Can you explain this answer? has been provided alongside types of In a certain training institute which had exactly 200 students, each student was given exactly one question from one among the following categories: Reasoning, Mathematics, Grammar, Interpretation and Comprehension.Chart 1 gives the distribution of questions among the students.However, since the students were not happy with the type of questions each one had received, they exchanged their questions with other students in such a way that none of them had a question of the same category as they had earlier.Chart 2 shows the distribution of number of students who initially had questions from Reasoning category and exchanged their questions across students of various categories.Further, exactly 8 students who originally had questions on Interpretation now have questions on Reasoning with them. Also 8 students who initially had questions on comprehension now have questions on Interpretation category.Also out of the students who initially had questions on Grammar, 3 students now have questions on Reasoning and 16 have questions on Mathematics category.Q.If out of the students who initially had questions on Mathematics, the number of students who now have questions on Reasoning is twice the number of students now having questions on Grammar, then at least how many students now have questions on Comprehension with them who initially had questions on Mathematics with them?Correct answer is '20'. Can you explain this answer? theory, EduRev gives you an
ample number of questions to practice In a certain training institute which had exactly 200 students, each student was given exactly one question from one among the following categories: Reasoning, Mathematics, Grammar, Interpretation and Comprehension.Chart 1 gives the distribution of questions among the students.However, since the students were not happy with the type of questions each one had received, they exchanged their questions with other students in such a way that none of them had a question of the same category as they had earlier.Chart 2 shows the distribution of number of students who initially had questions from Reasoning category and exchanged their questions across students of various categories.Further, exactly 8 students who originally had questions on Interpretation now have questions on Reasoning with them. Also 8 students who initially had questions on comprehension now have questions on Interpretation category.Also out of the students who initially had questions on Grammar, 3 students now have questions on Reasoning and 16 have questions on Mathematics category.Q.If out of the students who initially had questions on Mathematics, the number of students who now have questions on Reasoning is twice the number of students now having questions on Grammar, then at least how many students now have questions on Comprehension with them who initially had questions on Mathematics with them?Correct answer is '20'. Can you explain this answer? tests, examples and also practice CAT tests.
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