Probability & Statistics (6 of 62) De Morgan's Law Explained
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- Опубликовано: 13 янв 2015
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In this video I will explain De Morgan's Laws.
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A really smart guy once said: If you can't explain it simply, you don't understand it well enough. I think this gentleman understands it well enough.
We appreciate the comment.
The lucidity and simplicity of this explanation is truly fantastic. The amount of times you will come across unnecessarily algebraic explanations in introductory set theory and probability books really is embarrassing.
I get that more formal proofs are needed if you want to be more rigorous with your algebra of sets - but so many texts pretend to be "introductions" and yet they fail in getting the message across, because they are unable to SHOW what is meant, and instead they think it is important to try and prove it right at the beginning, as if a new learner somehow feels more convinced by a proof of something which is presented in a very abstract manner.
So... THANKS for this video (and all the other great videos you produce).
That is exactly how I felt when I was a student. That is why we try to present the material in a way that even I can understand it.
@@MichelvanBiezen dude, you completely nailed it. Thats exactly why I'm spending easily 1-2 hours looking for explanations online rather than use my textbook. My textbooks nor my professors are doing a well enough job at explaining what the concepts translate to, rather they're just throwing a bunch of symbols at you, telling you a little bit of what the symbols mean and then expect you to figure out what the proofs mean which are ESSENTIAL TO THE COURSE!!! No wonder why everyone bombs this class
after 9 years this is one of the best lecture
Thank you, Glad you found our videos.
Thank you for being so clear, to the point and not wasting time and taking forever
oh my god. thank you. i was crying all day bc i couldn't understand this. thank you so much!!
Glad you found our videos.
Sir You've Just Made Things Simple For Me
I Love You
Thank you sir
Your explanation was lucid, clear and perfect
I love the way you teach with examples
Thank you. Glad you like our videos.
Thanks so much, you're really concise and easy to follow
good explanation, clear and to the point. Thank you
Good job simplifying something crazy!!!
This guy saved my life!!!!!!!!! THANK YOU
Glad you found our videos helpful 🙂
great explanation
Awsome and very concise! I love it :-)
great explanations and neat notes to copy! helps a LOT
Glad it was helpful!
Better than Khan's Academy seriously haha. Thank you sir, from Capiz State University (Philippines)
Absolutely...!
Waaaay better! Khan videos are the most incoherent and worst to sit through.
Yes. Love what Khan Academy tries to do but the quality here can't be beat!
You are so awesome!
Thank you, professor! :)
thank you, prof!
we study this in math major at uni
You are welcome. Glad you found our videos.
Excellent
Great video. Just have to study.
Indeed. Just watching alone is not enough. Studying and comitting it to memory is important.
just like the swag and the presentation
THANKS FOR THIS VIDEO, enjoyed it.....4rm south africa wits university
+eric mbulaheni
Thanks for the comment. It is interesting to see that students from all over the world watch these videos.
Thank you very much
Thanks for this very easy break down 😉
Glad it was helpful!
thanks a lot sir
Thanks you 👍🏻
lots of love from cape town south africa
Thanks you and welcome to the channel!
helped alot
Thanks !
Is De Morgan's Law a postulate or a theorem?
Thank you so much
You're most welcome
Thank you!!
You're welcome!
Thank you ❤
You are welcome. Glad you found our videos.
Thanks again!
Our pleasure!
thank you so much
You're welcome!
That's Fabulous
Glad you like the videos.
@@MichelvanBiezen you're fabulous 👌
I like the word "commonality" better than the word "dependency". Any comments?
Nice
Thank you.
best
Huyu msee ako sawa
Buying extra brain cells
You need to develop them, (they are not for sale).
Thank you sir
You are welcome. Glad you found our videos! 🙂
Thank you so much
You are welcome.