This video helps a lot especially in explaining the fundamentals of logic such as the validity of term and proposition and a like that are very important in understanding the subject! Indeed, this video helps a lot!
please are universal affirmative,particular affirmative,universal negative,particular negative,hypothetical proposition,and disjunctive proposition kinds of propositions? Also what is fallacy of consequence with the kinds of fallacy of consequence
In simple terms, universal propositions distribute their subjects because universal propositions have universal quantifiers, such as "All", "Every", "Any", "No". Consider this example: "All men are mortal". The subject term "men" is universal or distributed because it is quantified by the universal quantifier "All". I hope this helps.
So a Particular term is basically an indeterminate group yet the word PARTICULAR actually means 'pertaining to a SPECIFIC individual being SINGLED OUT from a group.' Yep. Philosophy.
when we say "Some students..." is indeed a SPECIFIC individual being SINGLED OUT from a group, yet WE DO'NT EXACTLY KNOW how many are they; thus, particular, that is, an indeterminate number of individuals. please note that "particularity" means 1-99 out of 100. please note as well that we are talking about "quantity" here. so again, "some", which is a quantifier of a particular term, means 1-99 out of 100. so, the phrase "Some students..." could mean 1, 7, 88...ect. i hope this helps.
No worries, mate. You may view our compilation of video lectures in Categorical Logic here: th-cam.com/video/8-yS9gxxUNA/w-d-xo.html You may view our compilation of video lectures in Propositional Logic here: th-cam.com/video/9QYCGmQbBCI/w-d-xo.html You may view our compilation of video lectures in “Informal Fallacies” here: th-cam.com/video/xhQBApYcxkU/w-d-xo.html
The “Nuns are girls.” example could be a bit confusing, because “girls” insinuates younger, perhaps adolescent females. I think nuns are typically mature, fully grown women. By the way, should mention once again, excellent video and thank you very much.
You have literally saved me from failing this class... This is so helpful. Bless you and thank you.
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This video helps a lot especially in explaining the fundamentals of logic such as the validity of term and proposition and a like that are very important in understanding the subject! Indeed, this video helps a lot!
Thank you so much for your kind and generous comments, Lester John. Best wishes!
Hoped you were my teacher in real life. LOL. your just too good at organizing. Hope I'll pass the final exam in LOGIC tomm. Gracias!
This was really very helpful. It covered one whole unit of logic in my syllabus in a mere 15 minutes. thank you so so much.
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Am really grateful for these series 👍👍👍 !!!! Thanks for the link in the video of 8 rules of syllogism,I was getting confused
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Great video ! This is quite useful for students like me. Thank you for this video and keep on creating more.
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Thank you very much, this is very helpful! I just subscribed.
GREAT VIDEO, it helps students to understand more that they read it.
Thank you so much, Kennard, for your wonderful comments. Best wishes!
How about the republic of congo?? Or the region in africa?? Where is it under?? Singular, particular or universal
When we are referring to a single country or continent, it's singular!
Is illegal and immortal considered negative?
please are universal affirmative,particular affirmative,universal negative,particular negative,hypothetical proposition,and disjunctive proposition kinds of propositions?
Also what is fallacy of consequence with the kinds of fallacy of consequence
will do that soon
Thank u for making such a helpful video
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Salamat po ng marami!
Thanks for this video I finally understand terms and proposition
Many thanks, Chris, for your inspiring comments. All the best in your studies. Cheers!
Thanks for this video more idea to learn about PHILO .
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Thanks. You helped me.
Glad it helps, mate. Best wishes.
Thank you forhelping me complete my assingment
Glad to help! Wishing you success in your studies! Cheers!
Great Video and Good explanation.
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What is the linguistic theory of necessary proposition?
will do that soon
@@PHILOnotes 😍
Good explanation. 👌
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wow! grateful for this video,thanks indeed
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Thanks this really helped me,
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Why do the the universal propositions distribute their subjects?
In simple terms, universal propositions distribute their subjects because universal propositions have universal quantifiers, such as "All", "Every", "Any", "No". Consider this example: "All men are mortal". The subject term "men" is universal or distributed because it is quantified by the universal quantifier "All". I hope this helps.
Thank you
@@vaishnavichavan2154 No worries, Vaishnavi. cheers!
@@vaishnavichavan2154 No worries, Vaishnavi. cheers!
How well can you explain how is the predicate of a Particular Negative Proposition distributed
Hi Aditi, many thanks for your kind and very inspiring comment. Best wishes!
It was a question though
Because you did not explain that
@@aditikhetan1896 oh, apologies. sure, we will make a presentation of that topic soon. thanks again, Aditi!
@@aditikhetan1896 we will address it soon, Aditi. thanks again!
what is meant by " distributed " ?
Universal
That example at 4:08 tho. Great video!
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Thank you very much!
Thanks too, Carlo!
Well explained in less time...
Thanks Saima!
This question better come up on my exam tomorrow.
oh, best wishes!
Nice!
thanks
no worries, Priyanka Sharma
So a Particular term is basically an indeterminate group yet the word PARTICULAR actually means 'pertaining to a SPECIFIC individual being SINGLED OUT from a group.'
Yep. Philosophy.
when we say "Some students..." is indeed a SPECIFIC individual being SINGLED OUT from a group, yet WE DO'NT EXACTLY KNOW how many are they; thus, particular, that is, an indeterminate number of individuals. please note that "particularity" means 1-99 out of 100. please note as well that we are talking about "quantity" here. so again, "some", which is a quantifier of a particular term, means 1-99 out of 100. so, the phrase "Some students..." could mean 1, 7, 88...ect. i hope this helps.
Well explain
Thanks, Jhhon. Best wishes!
Can't thank you enough:-)
No worries, mate.
You may view our compilation of video lectures in Categorical Logic here: th-cam.com/video/8-yS9gxxUNA/w-d-xo.html
You may view our compilation of video lectures in Propositional Logic here: th-cam.com/video/9QYCGmQbBCI/w-d-xo.html
You may view our compilation of video lectures in “Informal Fallacies” here: th-cam.com/video/xhQBApYcxkU/w-d-xo.html
The “Nuns are girls.” example could be a bit confusing, because “girls” insinuates younger, perhaps adolescent females. I think nuns are typically mature, fully grown women. By the way, should mention once again, excellent video and thank you very much.
yeah, we should have said "female". thanks gm pm for the brilliant thoughts.
Are you a Filipino?
Lovely
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4 commercials for a 14 minute video is a bit excessive
Thanks this video really helpful 🙂
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Thanks
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Thanks
You're welcome, Jhonel. Cheers!
Thanks