The following diagrams represent the total input (in terms of hours) that a group of six students is expected to put in for their project in five subjects, namely Finance, Marketing, HR, Operations and Systems.The four numbers inside the triangles represent the number of hours put in by four of the six students, who put in the maximum number of hours in the project in that particular subject. The percentage in the semi-circle expresses the number of hours put in by those four students for the project in that particular subject as a percentage of the total input (in hours) required for that subject..For example, out of the total number of hours required by the project in Finance, A puts in 50 hours of work, B puts in 30 hours of work, C puts in 20 hours of work and F puts in 20 hours of work. Also A, B, C and F put in 80% of the total input required, in terms of hours. D and E together put in the remaining 20%. This percentage information for the proportion of input put in by the four students in the project in Systems has been intentionally removed.Additional Information:1. Number of hours of work put in by each student in each subject is a multiple of five.2. No person puts in 0 (zero) hours of work in any subject.3. A student whose number of hours of work for a particular subject is not mentioned did not put in the same hours as any other student whose input in terms of hours is mentioned for that subject.Q.Which subject required the second highest number of hours?a)Operationsb)Systemsc)Financed)Cannot be determinedCorrect answer is option 'B'. Can you explain this answer?

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The following diagrams represent the total input (in terms of hours) that a group of six students is expected to put in for their project in five subjects, namely Finance, Marketing, HR, Operations and Systems.
The four numbers inside the triangles represent the number of hours put in by four of the six students, who put in the maximum number of hours in the project in that particular subject. The percentage in the semi-circle expresses the number of hours put in by those four students for the project in that particular subject as a percentage of the total input (in hours) required for that subject..
For example, out of the total number of hours required by the project in Finance, A puts in 50 hours of work, B puts in 30 hours of work, C puts in 20 hours of work and F puts in 20 hours of work. Also A, B, C and F put in 80% of the total input required, in terms of hours. D and E together put in the remaining 20%. This percentage information for the proportion of input put in by the four students in the project in Systems has been intentionally removed.
Additional Information:
1. Number of hours of work put in by each student in each subject is a multiple of five.
2. No person puts in 0 (zero) hours of work in any subject.
3. A student whose number of hours of work for a particular subject is not mentioned did not put in the same hours as any other student whose input in terms of hours is mentioned for that subject.

Q. Which subject required the second highest number of hours?

a)
Operations
b)
Systems
c)
Finance
d)
Cannot be determined

Correct answer is option 'B'. Can you explain this answer?

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The following diagrams represent the total input (in terms of hours) t...

From the table in the solution to the first question of this set, the total number of hours put in for four of the subjects is known.
Finance : 150
Marketing : 120
Human Resource: 100
Operations: 200
Systems : 150 (Using data for only the top 4 students)
Since every student spends some non zero time on the project of every subject, the total number of hours for Systems has to be more than 150 hours.
Consequently, either Systems or Operations requires the second highest number of hours.
Hence, option 3 can be eliminated.
Now, total hours put in by A, B, C and F in Systems are 30, 40,
20 and 60 respectively.
Since the number of hours put in D and E has to be less than the smallest of the above mentioned 4 values, D and E can spend a maximum of 15 hours each on this project.
If D and E spend 15 hours each on the Systems project, the total number of hours required by Systems is 150+ 15 + 15 = 180 hours.
Thus, the maximum time required for the Systems project is less than the time required for the Operations project.
Hence, Systems required the second highest number of hours.
Hence, option 2.

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The following diagrams represent the total input (in terms of hours) that a group of six students is expected to put in for their project in five subjects, namely Finance, Marketing, HR, Operations and Systems.The four numbers inside the triangles represent the number of hours put in by four of the six students, who put in the maximum number of hours in the project in that particular subject. The percentage in the semi-circle expresses the number of hours put in by those four students for the project in that particular subject as a percentage of the total input (in hours) required for that subject..For example, out of the total number of hours required by the project in Finance, A puts in 50 hours of work, B puts in 30 hours of work, C puts in 20 hours of work and F puts in 20 hours of work. Also A, B, C and F put in 80% of the total input required, in terms of hours. D and E together put in the remaining 20%. This percentage information for the proportion of input put in by the four students in the project in Systems has been intentionally removed.Additional Information:1. Number of hours of work put in by each student in each subject is a multiple of five.2. No person puts in 0 (zero) hours of work in any subject.3. A student whose number of hours of work for a particular subject is not mentioned did not put in the same hours as any other student whose input in terms of hours is mentioned for that subject.Q.Which subject required the second highest number of hours?a)Operationsb)Systemsc)Financed)Cannot be determinedCorrect answer is option 'B'. Can you explain this answer?

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The following diagrams represent the total input (in terms of hours) that a group of six students is expected to put in for their project in five subjects, namely Finance, Marketing, HR, Operations and Systems.The four numbers inside the triangles represent the number of hours put in by four of the six students, who put in the maximum number of hours in the project in that particular subject. The percentage in the semi-circle expresses the number of hours put in by those four students for the project in that particular subject as a percentage of the total input (in hours) required for that subject..For example, out of the total number of hours required by the project in Finance, A puts in 50 hours of work, B puts in 30 hours of work, C puts in 20 hours of work and F puts in 20 hours of work. Also A, B, C and F put in 80% of the total input required, in terms of hours. D and E together put in the remaining 20%. This percentage information for the proportion of input put in by the four students in the project in Systems has been intentionally removed.Additional Information:1. Number of hours of work put in by each student in each subject is a multiple of five.2. No person puts in 0 (zero) hours of work in any subject.3. A student whose number of hours of work for a particular subject is not mentioned did not put in the same hours as any other student whose input in terms of hours is mentioned for that subject.Q.Which subject required the second highest number of hours?a)Operationsb)Systemsc)Financed)Cannot be determinedCorrect answer is option 'B'. Can you explain this answer? for CAT 2025 is part of CAT preparation. The Question and answers have been prepared according to the CAT exam syllabus. Information about The following diagrams represent the total input (in terms of hours) that a group of six students is expected to put in for their project in five subjects, namely Finance, Marketing, HR, Operations and Systems.The four numbers inside the triangles represent the number of hours put in by four of the six students, who put in the maximum number of hours in the project in that particular subject. The percentage in the semi-circle expresses the number of hours put in by those four students for the project in that particular subject as a percentage of the total input (in hours) required for that subject..For example, out of the total number of hours required by the project in Finance, A puts in 50 hours of work, B puts in 30 hours of work, C puts in 20 hours of work and F puts in 20 hours of work. Also A, B, C and F put in 80% of the total input required, in terms of hours. D and E together put in the remaining 20%. This percentage information for the proportion of input put in by the four students in the project in Systems has been intentionally removed.Additional Information:1. Number of hours of work put in by each student in each subject is a multiple of five.2. No person puts in 0 (zero) hours of work in any subject.3. A student whose number of hours of work for a particular subject is not mentioned did not put in the same hours as any other student whose input in terms of hours is mentioned for that subject.Q.Which subject required the second highest number of hours?a)Operationsb)Systemsc)Financed)Cannot be determinedCorrect answer is option 'B'. Can you explain this answer? covers all topics & solutions for CAT 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The following diagrams represent the total input (in terms of hours) that a group of six students is expected to put in for their project in five subjects, namely Finance, Marketing, HR, Operations and Systems.The four numbers inside the triangles represent the number of hours put in by four of the six students, who put in the maximum number of hours in the project in that particular subject. The percentage in the semi-circle expresses the number of hours put in by those four students for the project in that particular subject as a percentage of the total input (in hours) required for that subject..For example, out of the total number of hours required by the project in Finance, A puts in 50 hours of work, B puts in 30 hours of work, C puts in 20 hours of work and F puts in 20 hours of work. Also A, B, C and F put in 80% of the total input required, in terms of hours. D and E together put in the remaining 20%. This percentage information for the proportion of input put in by the four students in the project in Systems has been intentionally removed.Additional Information:1. Number of hours of work put in by each student in each subject is a multiple of five.2. No person puts in 0 (zero) hours of work in any subject.3. A student whose number of hours of work for a particular subject is not mentioned did not put in the same hours as any other student whose input in terms of hours is mentioned for that subject.Q.Which subject required the second highest number of hours?a)Operationsb)Systemsc)Financed)Cannot be determinedCorrect answer is option 'B'. Can you explain this answer?.

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Here you can find the meaning of The following diagrams represent the total input (in terms of hours) that a group of six students is expected to put in for their project in five subjects, namely Finance, Marketing, HR, Operations and Systems.The four numbers inside the triangles represent the number of hours put in by four of the six students, who put in the maximum number of hours in the project in that particular subject. The percentage in the semi-circle expresses the number of hours put in by those four students for the project in that particular subject as a percentage of the total input (in hours) required for that subject..For example, out of the total number of hours required by the project in Finance, A puts in 50 hours of work, B puts in 30 hours of work, C puts in 20 hours of work and F puts in 20 hours of work. Also A, B, C and F put in 80% of the total input required, in terms of hours. D and E together put in the remaining 20%. 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Besides giving the explanation of The following diagrams represent the total input (in terms of hours) that a group of six students is expected to put in for their project in five subjects, namely Finance, Marketing, HR, Operations and Systems.The four numbers inside the triangles represent the number of hours put in by four of the six students, who put in the maximum number of hours in the project in that particular subject. The percentage in the semi-circle expresses the number of hours put in by those four students for the project in that particular subject as a percentage of the total input (in hours) required for that subject..For example, out of the total number of hours required by the project in Finance, A puts in 50 hours of work, B puts in 30 hours of work, C puts in 20 hours of work and F puts in 20 hours of work. Also A, B, C and F put in 80% of the total input required, in terms of hours. D and E together put in the remaining 20%. This percentage information for the proportion of input put in by the four students in the project in Systems has been intentionally removed.Additional Information:1. Number of hours of work put in by each student in each subject is a multiple of five.2. No person puts in 0 (zero) hours of work in any subject.3. A student whose number of hours of work for a particular subject is not mentioned did not put in the same hours as any other student whose input in terms of hours is mentioned for that subject.Q.Which subject required the second highest number of hours?a)Operationsb)Systemsc)Financed)Cannot be determinedCorrect answer is option 'B'. Can you explain this answer?, a detailed solution for The following diagrams represent the total input (in terms of hours) that a group of six students is expected to put in for their project in five subjects, namely Finance, Marketing, HR, Operations and Systems.The four numbers inside the triangles represent the number of hours put in by four of the six students, who put in the maximum number of hours in the project in that particular subject. The percentage in the semi-circle expresses the number of hours put in by those four students for the project in that particular subject as a percentage of the total input (in hours) required for that subject..For example, out of the total number of hours required by the project in Finance, A puts in 50 hours of work, B puts in 30 hours of work, C puts in 20 hours of work and F puts in 20 hours of work. Also A, B, C and F put in 80% of the total input required, in terms of hours. D and E together put in the remaining 20%. This percentage information for the proportion of input put in by the four students in the project in Systems has been intentionally removed.Additional Information:1. Number of hours of work put in by each student in each subject is a multiple of five.2. No person puts in 0 (zero) hours of work in any subject.3. A student whose number of hours of work for a particular subject is not mentioned did not put in the same hours as any other student whose input in terms of hours is mentioned for that subject.Q.Which subject required the second highest number of hours?a)Operationsb)Systemsc)Financed)Cannot be determinedCorrect answer is option 'B'. Can you explain this answer? has been provided alongside types of The following diagrams represent the total input (in terms of hours) that a group of six students is expected to put in for their project in five subjects, namely Finance, Marketing, HR, Operations and Systems.The four numbers inside the triangles represent the number of hours put in by four of the six students, who put in the maximum number of hours in the project in that particular subject. The percentage in the semi-circle expresses the number of hours put in by those four students for the project in that particular subject as a percentage of the total input (in hours) required for that subject..For example, out of the total number of hours required by the project in Finance, A puts in 50 hours of work, B puts in 30 hours of work, C puts in 20 hours of work and F puts in 20 hours of work. Also A, B, C and F put in 80% of the total input required, in terms of hours. D and E together put in the remaining 20%. This percentage information for the proportion of input put in by the four students in the project in Systems has been intentionally removed.Additional Information:1. Number of hours of work put in by each student in each subject is a multiple of five.2. No person puts in 0 (zero) hours of work in any subject.3. A student whose number of hours of work for a particular subject is not mentioned did not put in the same hours as any other student whose input in terms of hours is mentioned for that subject.Q.Which subject required the second highest number of hours?a)Operationsb)Systemsc)Financed)Cannot be determinedCorrect answer is option 'B'. Can you explain this answer? theory, EduRev gives you an ample number of questions to practice The following diagrams represent the total input (in terms of hours) that a group of six students is expected to put in for their project in five subjects, namely Finance, Marketing, HR, Operations and Systems.The four numbers inside the triangles represent the number of hours put in by four of the six students, who put in the maximum number of hours in the project in that particular subject. The percentage in the semi-circle expresses the number of hours put in by those four students for the project in that particular subject as a percentage of the total input (in hours) required for that subject..For example, out of the total number of hours required by the project in Finance, A puts in 50 hours of work, B puts in 30 hours of work, C puts in 20 hours of work and F puts in 20 hours of work. Also A, B, C and F put in 80% of the total input required, in terms of hours. D and E together put in the remaining 20%. This percentage information for the proportion of input put in by the four students in the project in Systems has been intentionally removed.Additional Information:1. Number of hours of work put in by each student in each subject is a multiple of five.2. No person puts in 0 (zero) hours of work in any subject.3. A student whose number of hours of work for a particular subject is not mentioned did not put in the same hours as any other student whose input in terms of hours is mentioned for that subject.Q.Which subject required the second highest number of hours?a)Operationsb)Systemsc)Financed)Cannot be determinedCorrect answer is option 'B'. Can you explain this answer? tests, examples and also practice CAT tests.

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