Categorical Proposition: A, E, I, O - Venn Diagrams- All, Some, No, Some Not | GCE A Level Logic|NET

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A, E, I & O are building blocks of deductive arguments
This was Aristotle’s permanent contribution to knowledge and on it is erected classes of objects, relations of objects and sophisticated system for analysis of deductive argument
Distribution – an attribute that described relation between categorical proposition and each one of its terms indicate whether or not proposition makes a statement about every member of the class represented by a given term
Whole of one class is included in another class
By John Venn - 2 interlocking circles to stand for 2 classes – used for validity of deductive arguments
Deductive arguments can be only valid or invalid.
All athletes are females

Chapters:
0:00 Categorical Propositions
0:10 Four Standard Forms
0:40 Deductive Arguments
1:11 Universal Affirmative Propositions
3:20 Universal Negative Propositions
5:05 Particular Affirmative Propositions
6:14 Particular Negative Propositions
10:08 Square of Opposition
11:03 Undistributed and Distributed
#categoricalpropositions #fourstandardforms #deductivearguments #universalaffirmativepropositions #universalnegativepropositions #affirmativepropositions #particularnegativepropositions #squareofopposition #undistributedanddistributed #examrace

what is categorical propositions, four standard forms, A E I O form, deductive arguments, example of universal affirmative propositions, example of universal negative propositions, example of particular affirmative propositions, example of particular negative propositions, about square of opposition, undistributed and distributed propositions #examrace #upsc #ugcnet

[ashm_]

Ma'am, in universal affirmative proposition, if All S are P, then why the Venn diagram is not completely overlapped? Why is it only partially overlapped?
Circle 'S' should be inside the circle 'P' right? It's so confusing..

[monikagarg]

Wow! Thank you so much ma'am for making it easy for me.

[riteshtiwari]

Thank you so so so much Madam 🙏🌸
This was really very helpful 😇

[pimichanda]

This very useful thank you so much mam

[vlogsbySapna]

In universal negative diagram why we shed the center when there is no common characteristic ? We can draw them separately?

[patilvaishnavi]

Hi mam your very nice
Thanks for the video

[StutiAdenwala]

maam i did not understand this question - It is not the case that broccoli is not a vegetable.
how can we translate this sentence in to an appropriate categorical proposition ?
and how can we Represent the converted form in the Venn diagram