Verbal Reasoning - Venn Diagrams - Discussion
Discussion Forum : Venn Diagrams - Venn Diagram 1 (Q.No. 1)
Directions to Solve
Each of these questions given below contains three elements. These elements may or may not have some inter linkage. Each group of elements may fit into one of these diagrams at (A), (B), (C), (D) and/or (E). You have to indicate the group of elements which correctly fits into the diagrams.
1.
Which of the following diagrams indicates the best relation between Travelers, Train and Bus ?
Answer: Option
Explanation:
Bus and Train are different from each other but some travelers travel by bus and some travel by train.
Discussion:
90 comments Page 2 of 9.
Vishal said:
7 months ago
Agree, option D is the correct answer.
(4)
Aswathy said:
4 years ago
Option D seems to be incorrect because if we assume the larger circle as travellers. It means that travellers contain train and bus which is logically incorrect.
But in option C, we can consider the middle circle as travellers, then we can train contain travellers and bus also contain travellers.
But in option C, we can consider the middle circle as travellers, then we can train contain travellers and bus also contain travellers.
(4)
Shek said:
5 years ago
I think option B is the right answer because travellers can't be bus or rail.
(4)
Jayaram Khaiju said:
2 years ago
Option B is correct.
Venn diagram represents the relationship between sets. Set of Trains = {train1, train2, train3,......}, set of bus ={bus1, bus2, bus3,....}, set of traveller = {human1 with ticket of bus, human2 with ticket of train, human3 with ticket of aeroplane, human4 who is pedestrian, human 5, }.
None of the elements of sets are common. So disjoint sets, then the Correct answer is B.
Venn diagram represents the relationship between sets. Set of Trains = {train1, train2, train3,......}, set of bus ={bus1, bus2, bus3,....}, set of traveller = {human1 with ticket of bus, human2 with ticket of train, human3 with ticket of aeroplane, human4 who is pedestrian, human 5, }.
None of the elements of sets are common. So disjoint sets, then the Correct answer is B.
(3)
Ishika said:
3 months ago
I agree with option C.
(3)
Akanksha said:
7 years ago
I think B is correct because a traveller is a person. Train and bus are means of travel.
(3)
Ashish chawla said:
7 years ago
As no traveller can be a bus or train. No bus could be train or traveller. No train could be a bus or traveller. So the answer should be an option (B).
(2)
Pooja said:
7 years ago
According to me, option C is correct.
D cannot be the answer since all travellers do not travel just by bus or train, even the people who are travelling by plane or taxi or any vehicles are called travellers.
And there is no intersection of all the three circles required since a traveller can travel by bus or train one at a time, one can not travel by bus and train at the same time, if he is to travel by train then he has to get down from the bus or vice versa.
C satisfies these 2 qualities since there is no intersection of all the three and that all travellers are shown to travel by just train and bus.
D cannot be the answer since all travellers do not travel just by bus or train, even the people who are travelling by plane or taxi or any vehicles are called travellers.
And there is no intersection of all the three circles required since a traveller can travel by bus or train one at a time, one can not travel by bus and train at the same time, if he is to travel by train then he has to get down from the bus or vice versa.
C satisfies these 2 qualities since there is no intersection of all the three and that all travellers are shown to travel by just train and bus.
(2)
Naina said:
8 months ago
Option C is correct, as Buses and Trains are different, but some travellers travel by bus and others by train.
(2)
Naman Joshi said:
6 months ago
I agree Option C is the correct answer.
(2)
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