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A leading coaching institute of the country prepares its students for five important management entrance exams: namely, CAT, XAT, JMET, SNAP and 11 FT. Each student of this institute appears for atleast two of these exams.The graph below gives the break-up of the number of students who took the recently held exams.Q.If the number of students who took exactly four exams is maximum possible, then how many of the students took exactly two exams?Correct answer is '14'. Can you explain this answer? for CAT 2024 is part of CAT preparation. The Question and answers have been prepared
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A leading coaching institute of the country prepares its students for five important management entrance exams: namely, CAT, XAT, JMET, SNAP and 11 FT. Each student of this institute appears for atleast two of these exams.The graph below gives the break-up of the number of students who took the recently held exams.Q.If the number of students who took exactly four exams is maximum possible, then how many of the students took exactly two exams?Correct answer is '14'. Can you explain this answer?, a detailed solution for A leading coaching institute of the country prepares its students for five important management entrance exams: namely, CAT, XAT, JMET, SNAP and 11 FT. Each student of this institute appears for atleast two of these exams.The graph below gives the break-up of the number of students who took the recently held exams.Q.If the number of students who took exactly four exams is maximum possible, then how many of the students took exactly two exams?Correct answer is '14'. Can you explain this answer? has been provided alongside types of A leading coaching institute of the country prepares its students for five important management entrance exams: namely, CAT, XAT, JMET, SNAP and 11 FT. Each student of this institute appears for atleast two of these exams.The graph below gives the break-up of the number of students who took the recently held exams.Q.If the number of students who took exactly four exams is maximum possible, then how many of the students took exactly two exams?Correct answer is '14'. Can you explain this answer? theory, EduRev gives you an
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