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Missing table - 1 || Data interpretation || CAT 2021 || 19 May (App update required to attempt this test)

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Question 1

Direction: Answer the following questions based on the information given below:

For admission to various affiliated colleges, a university conducts a written test with four different sections, each with a maximum of 50 marks. The following table gives the aggregate as well as the sectional cut-off marks fixed by six different colleges affiliated to the university. A student will get admission only if he/she gets marks greater than or equal to the cut-off marks in each of the sections and his/her aggregate marks are at least equal to the aggregate cut-off marks as specified by the college.
Ramaya got calls from all colleges. What could be the minimum aggregate marks obtained by her?

Question 2

Gauri got call from two colleges what could be the minimum marks obtained by him in a section?

Question 3

Minakshi did not get a call from even a single college. What could be the maximum aggregate marks obtained by him?

Question 4

What is the maximum score required by a Cetking student in Section D so that student clear all colleges cut-off?

Question 5

Directions: Answer the questions on the basis of the information given below.
The HR Manager of the IT company recently scanned employees training results of various exams into the central computer system. When their character reading software cannot read something, it leaves the space blank. The scanner output reads as follows:


In the grading system, A, B, C, D, and F grades fetch 6, 4, 3, 2, and 0 grade points respectively. The Grade Point Average (GPA) is the arithmetic mean of the grade points obtained in the five subjects.

For example Navdeep's GPA is (6 + 2 + 4 + 6 + 0) / 5 = 3.6. Some additional facts are also known about the students' grades. These are

(a) Vipul obtained the same grade in C Language as Amanpreet obtained in Java and Analysis.
(b) Fazal obtained the same grade in Analysis as Utkarsh did in C Language.
(c) Tara received the same grade in exactly three courses.
What grade did Preeti obtain in Testing?

Question 6

In Analysis, Gowri's grade point was higher than that obtained by

Question 7

What grade did Utkarsh obtain in Java?

Question 8

In a school exam, evaluation of students in a subject is based on their performance in two components, namely the final exam and practical. Integral number of marks (between 35 and 99 both included) are awarded to students on both these components.

At the end of the year, total score of the students in the subject was calculated according to the following formula:

Total score = 0.8 × (Score in the final exam) + 0.2 × (Score in the practical)

If ‘t’ is the total score of a student, the grades awarded to students are as follows :

Following was the performance of total 7 students in the final exam as well as the practicals. Some entries are deliberately kept blank.

Following points are known:

1. The scores of all students in the final exam were odd multiples of 5 while the scores of all students in the practicals were even multiples of 5.

2. The scores of P and T in the final exam were equal. Similarly there were two pairs of students whose scores in the practicals were equal. Those two pairs were R & S and Q & U.

Which of the following could be the total score of P?

Question 9

In a school exam, evaluation of students in a subject is based on their performance in two components, namely the final exam and practical. Integral number of marks (between 35 and 99 both included) are awarded to students on both these components.

At the end of the year, total score of the students in the subject was calculated according to the following formula:

Total score = 0.8 × (Score in the final exam) + 0.2 × (Score in the practical)

If ‘t’ is the total score of a student, the grades awarded to students are as follows :

Following was the performance of total 7 students in the final exam as well as the practicals. Some entries are deliberately kept blank.

Following points are known:

1. The scores of all students in the final exam were odd multiples of 5 while the scores of all students in the practicals were even multiples of 5.

2. The scores of P and T in the final exam were equal. Similarly there were two pairs of students whose scores in the practicals were equal. Those two pairs were R & S and Q & U.

Which of the following cannot be the score of Q in the practicals?

Question 10

In a school exam, evaluation of students in a subject is based on their performance in two components, namely the final exam and practical. Integral number of marks (between 35 and 99 both included) are awarded to students on both these components.

At the end of the year, total score of the students in the subject was calculated according to the following formula:

Total score = 0.8 × (Score in the final exam) + 0.2 × (Score in the practical)

If ‘t’ is the total score of a student, the grades awarded to students are as follows :

Following was the performance of total 7 students in the final exam as well as the practicals. Some entries are deliberately kept blank.

Following points are known:

1. The scores of all students in the final exam were odd multiples of 5 while the scores of all students in the practicals were even multiples of 5.

2. The scores of P and T in the final exam were equal. Similarly there were two pairs of students whose scores in the practicals were equal. Those two pairs were R & S and Q & U.

What was the score of V in the final exam? (Write 0 if your answer is ‘Cannot be determined’)
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