VENN DIAGRAM- 2 Variable || Logical Reasoning || CAT 2021 || 14 October

Direction: A class of students were discussing about how they spent a weekend. Some of them went camping, while the others stayed at hostel. All the students who went camping participated in at least one of two activities - playing PUBG and trekking. All the students who stayed at hostel participated in at least one of two activities - playing PUBG and watching movies. The following information is known about the number of students who

participated in each activity:

1) The number of students who went for a trek was twice the total number of persons who participated in exactly two activities, among the entire group of students.

2) The number of students who played PUBG among those who went camping was 11 less than the number of students who watched movies.

3) The total number of students who played PUBG among the entire group of students was 20 more than the number of students who went for a trek.

4) The sum of the number of students who played PUBG among the entire group of students and the number of students who watched movies was 94.

5) The total number of students who participated in exactly two activities was 22, which was four less than the number of students who participated only in trekking.

Direction: A class of students were discussing about how they spent a weekend. Some of them went camping, while the others stayed at hostel. All the students who went camping participated in at least one of two activities - playing PUBG and trekking. All the students who stayed at hostel participated in at least one of two activities - playing PUBG and watching movies. The following information is known about the number of students who

participated in each activity:

1) The number of students who went for a trek was twice the total number of persons who participated in exactly two activities, among the entire group of students.

2) The number of students who played PUBG among those who went camping was 11 less than the number of students who watched movies.

3) The total number of students who played PUBG among the entire group of students was 20 more than the number of students who went for a trek.

4) The sum of the number of students who played PUBG among the entire group of students and the number of students who watched movies was 94.

5) The total number of students who participated in exactly two activities was 22, which was four less than the number of students who participated only in trekking.

Direction: A class of students were discussing about how they spent a weekend. Some of them went camping, while the others stayed at hostel. All the students who went camping participated in at least one of two activities - playing PUBG and trekking. All the students who stayed at hostel participated in at least one of two activities - playing PUBG and watching movies. The following information is known about the number of students who

participated in each activity:

1) The number of students who went for a trek was twice the total number of persons who participated in exactly two activities, among the entire group of students.

2) The number of students who played PUBG among those who went camping was 11 less than the number of students who watched movies.

3) The total number of students who played PUBG among the entire group of students was 20 more than the number of students who went for a trek.

4) The sum of the number of students who played PUBG among the entire group of students and the number of students who watched movies was 94.

5) The total number of students who participated in exactly two activities was 22, which was four less than the number of students who participated only in trekking.

Direction: A class of students were discussing about how they spent a weekend. Some of them went camping, while the others stayed at hostel. All the students who went camping participated in at least one of two activities - playing PUBG and trekking. All the students who stayed at hostel participated in at least one of two activities - playing PUBG and watching movies. The following information is known about the number of students who

participated in each activity:

1) The number of students who went for a trek was twice the total number of persons who participated in exactly two activities, among the entire group of students.

2) The number of students who played PUBG among those who went camping was 11 less than the number of students who watched movies.

3) The total number of students who played PUBG among the entire group of students was 20 more than the number of students who went for a trek.

4) The sum of the number of students who played PUBG among the entire group of students and the number of students who watched movies was 94.

5) The total number of students who participated in exactly two activities was 22, which was four less than the number of students who participated only in trekking.

Direction: A class of students were discussing about how they spent a weekend. Some of them went camping, while the others stayed at hostel. All the students who went camping participated in at least one of two activities - playing PUBG and trekking. All the students who stayed at hostel participated in at least one of two activities - playing PUBG and watching movies. The following information is known about the number of students who

participated in each activity:

1) The number of students who went for a trek was twice the total number of persons who participated in exactly two activities, among the entire group of students.

2) The number of students who played PUBG among those who went camping was 11 less than the number of students who watched movies.

3) The total number of students who played PUBG among the entire group of students was 20 more than the number of students who went for a trek.

4) The sum of the number of students who played PUBG among the entire group of students and the number of students who watched movies was 94.

5) The total number of students who participated in exactly two activities was 22, which was four less than the number of students who participated only in trekking.

Direction: A shopkeeper sells only two items – pens and pencils. On a certain Tuesday, the shopkeeper sold only pens to 40% of the customers. The number of customers that bought only pencil was 20 more than the number of customers that bought both pencil and pen. The number of customers that bought only pencil is 5/4^th of the number of customers that bought only pens.

Direction: A shopkeeper sells only two items – pens and pencils. On a certain Tuesday, the shopkeeper sold only pens to 40% of the customers. The number of customers that bought only pencil was 20 more than the number of customers that bought both pencil and pen. The number of customers that bought only pencil is 5/4^th of the number of customers that bought only pens.

Direction: A shopkeeper sells only two items – pens and pencils. On a certain Tuesday, the shopkeeper sold only pens to 40% of the customers. The number of customers that bought only pencil was 20 more than the number of customers that bought both pencil and pen. The number of customers that bought only pencil is 5/4^th of the number of customers that bought only pens.

Direction: A shopkeeper sells only two items – pens and pencils. On a certain Tuesday, the shopkeeper sold only pens to 40% of the customers. The number of customers that bought only pencil was 20 more than the number of customers that bought both pencil and pen. The number of customers that bought only pencil is 5/4^th of the number of customers that bought only pens.

Direction: A shopkeeper sells only two items – pens and pencils. On a certain Tuesday, the shopkeeper sold only pens to 40% of the customers. The number of customers that bought only pencil was 20 more than the number of customers that bought both pencil and pen. The number of customers that bought only pencil is 5/4^th of the number of customers that bought only pens.