Sign up now
to enroll in courses, follow best educators, interact with the community and track your progress.
Enroll
108
✕Download
Venn Diagram Concepts
332 plays
More
In this lesson Bhagyashree Ghosh provides the concept of Venn Diagram

Bhagyashree Ghosh is teaching live on Unacademy Plus

Bhagyashree Ghosh
Author, VARC Expert, 99%tiler, MBA, CS Professional level, Google Me to know more..
U
Unacademy user
load nhi ho rha kbse
0
Reply
Jyoti Kumari
9 months ago
it's working fine, check now
i dont understand when should i use the possible diagram
1
Reply
try to draw only one diagram..more diagrams will confuse you unnecessarily
Thanks a lot Ma'm to understand the basic versions of Reasoning Ability(Syllogism, Logical Venn Diagrams) May You achieve everything which you want!
1
Reply
Thank you so much Mushtaq for your kind words.. I believe it will help you to read about it further and be better at the topic.. please feel free to ask me any doubt regarding the lessons :-)
1
Reply
thank you :)

  1. Syllogisms: Quick Solving Tips By Bhagyashree Ghosh


  2. Bhagyashree Ghosh VALR 99%tiler, CAT 2014 95%tile MAT 2014 99%tile MBA Finance, CS Professional pursuing Hobbies: Read, Write, Teach, Talk, Music, YouTubing unacademy Https://unacademy.com/user/bhghosh93


  3. Solving Syllogism through Venn Diagram 13


  4. e Solving Syllogism usingq_Venn diagram Venn diagram method is an effective and precise method to solve syllogism problems. Steps to solve: In order to solve a syllogism, first draw the standard diagram based on the given statements. D Then try to check which of the given conclusions follow irn every possible case. O If a conclusion is true for one case but is negated for the other possible representation, it is not considered as a conclusion In other words, a conclusion follows only if it is true for all the possible cases


  5. Example 1: Statements: Some reds are crows. All crows are yellows. All yellows are rabbits. Conclusions 1. All crows are rabbits. Il. Some yellows are reds. Ill. Some reds are rabbits. Solution: From the first statement, some reds are crows. This can be represented as


  6. O From the first statement, some reds are crows. This can be represented as: Red Crow O Next we have all crows are yellows. So the circle yellow' must engulf 'crow' Re Crow Yellow


  7. O Next we have all yellows are rabbits. So the circle 'rabbit' engulfs 'yellow' Re Crow Rabbit This is the standard representation of all the statements taken together. Now we shall check the conclusions based on this representation.


  8. Conclusion l: All crows are rabbits From the diagram, we can see that the circle 'rabbit' engulfs the circle 'crow'. So conclusion I follows. Conclusion Il: Some yellows are reds We can see that the circles 'yellow' and 'red' intersect each other. So conclusion Il also follows. Conclusion III: Some reds are rabbits We can see that the circles 'rabbit' and 'red' intersect each other. So conclusion IlI also follows. Hence all of the given conclusions follow.


  9. e Example 2: Statements: All cars are bikes, Some bikes are ships, All ships are planes Conclusions: I. At least some planes are bikes. ll. Some bikes are cars. II. All planes are cars is a possibility Solution: From the first statement, the standard diagram can be drawn as follows.


  10. Ship From this, we can say that conclusions l and 11 follow, but does not. But we can have another representation of the given statements as below: Hence all conclusions follows Ship Plane ar Bike