Reflexive, Symmetric, Transitive Tutorial

Part 1 (of 2) of a tutorial on the reflexive, symmetric and transitive properties
(Here's part 2: • Reflexive, Symmetric, ... )
0:00 Intro
0:50 Relations
2:18: Reflexive
4:29 Symmetric
7:25 Transitive

[@boiplaying2647]

Damn man, you really deserve the salary of my university teachers combined. well explained.

[@er1cplayz]

Your learning geometry in university? damn unlucky

[@zachrisheq9083]

@@er1cplayz this is discrete math...

[@serogolemogole2685]

​@@er1cplayzthis relational properties are used a lot in transformation geometry and euclidian geometry though, so you're not entirely wrong

[@karlrombauts4909]

Wow, this is so clearly explained! Your diagrams make this concept so much clearer, and you make the content very engaging. I especially appreciate how you preempt a lot of the questions we might have and explain those sticking points really clearly. Thank you for putting the time into making this :)

[@user-rg9rh8zz2m]

you explained in 16 minutes what my prof couldn't in hours thanks

[@stephaniegustafson3079]

You teach this so different and it is exactly what I needed to understand. Thank you! I wish I had found this when I took precalculus

[@KarlaZel]

Working on my GED math and this video is one of the best explained about relations. I still have a long way to go but I’m definitely feeling better about this after watching this video 🙏

[@ragavendrag634]

Thank you so much. Only after watching your video, I am able to understand relations. I really woudn't have otherwise.

[@Salehieh]

Thanks a lot. Great way of explaining and great presentation and display of it all.

[@nononnomonohjghdgdshrsrhsjgd]

helpful explanation! Thank you! would be helpful, if you could relate every video to a playlist. I searched for this one in the playlists, but couldn't find it. I usually watch a playlist or a bunch of videos on a topic, because this helps more.

[@River049]

it's crystal clear! thank you Pal, For bringing this video to world. ...

[@reemvn]

May god bless you , you’re one of a kind. Im struggling with this shit and u made it easier

[@dbuc4671]

have u tried laxatives?

[@suhailahzawawi]

your explanation really helped me a lot, thank youuuu so muchhh

[@layanzaafarani796]

Thank you so much! I went through so much video to finally find yours and understand the concept! My discrete mathematics exam is tomorrow and I’m sure I will do good!

[@carlitobrigante9740]

one of the best explanations of all time.

[@P1tcHyy]

First 10 minutes: Excellent, this is the best anyone has explained it. "These properties are like being pregnant" Like I just got punched in the gut in one sentence lmao

[@memeingthroughenglish7221]

I liked your explanation of transitivity! Super clear!

[@liangdongzhu3082]

This is the best explantion on youtube!!! Thank you so much

[@Abinash_Konsam]

I've watched over 10 videos from different channels trying to understand these types of relation But finally I've found the one😂🔥

[@letsimage]

thanks, the best explanation that I saw here on KZbin

[@isabellaj4608]

thank you, I've been stuggle figuring out where the z came from forever

[@Erin-2008]

This was very well made

[@notadrunkard7367]

I slept during the discussion.you are a life saver

[@yeahamalice1457]

I am a French student in my last year of high school and I NEVER heard of that. Really interesting video, thank you very much!

[@bushraw66]

you are amazing, thank you so much for this

[@mohammadahmedragab837]

this video helped me a lot , thank you so much

[@pitbullmotorsports6795]

explained very beautifully and very perfectly you deserve a subscribe love from INDIA.

[@user-xb7ry1iq6h]

This is the best video about the reflexive, symmetric and transitive properties I ever see) Thank you so much. English isn't my native language, but your explanation I understand better then my teacher's explanation on native language.

[@shakthibrojisurvy4892]

Thank you so much !

[@lionelmuskwe]

amazing stuff, thank you so much

[@johnzheng1424]

THANK YOU FOR THIS

[@poojapandey9994]

Amajing video really needed a lot...!!! Damn good then our teachers...!!

[@ncadre9048]

I think you should get more criticism since that motivate you to publish this video. You are great at teaching!

[@BadiArt]

only after watching this video that I finally understood this thing. Thank you greatly !

[@yasmine7003]

this was so good I even let the mid-video ad play.

[@bennyteo6165]

THANK YOUU!!

[@Vathanaization]

As clear as cristal! Thanks you.

[@ignetioustaremwa256]

Well explained. thank you soo much

[@darkin4279]

I'm having an midterm exam this next week now I know transitive in less than 20 minutes

[@flame9999]

You are a God. Thanks

[@mikozme8834]

hi! your explanation was perfect. but in the last example, what if we go from a to b then to d. will it still be transitive? cause we have relation from "a" to "d" only from the second set, but not from the 1st set "a"

[@josephgamingbaileyfreaks5087]

My lecture spent 1:45minute of waffling and our saviour here spent 15mins bruh u deserve my tuition

[@hamsvlogs2675]

Thank you ❤

[@yuanashlygocela2687]

Oh my even a zombie will get it

[@rahulsreekumar9708]

True

[@avinashpuram4448]

Nice explaining 👍🏻

[@gubliod]

Watching this video is what helped me pass my first year uni discrete maths subject - thank you! :-)

[@LearnYouSomeMath]

Glad it helped, and congrats!

[@gatleen3043]

Omigosh same!

[@MR.Minimiltia]

Thank you so much..ගොඩක් ස්තූතියි..I am from sri Lanka ♥️♥️ 🇱🇰🇱🇰

[@NikamPadmaj]

Thank you sir you helped me.

[@6c4m]

So clear 👍🏻

[@pndt01]

That's amazing 👍

[@lakshana1031]

Big salute !!!

[@Abdeen_Ali]

Thank you very much for help

[@sujaymondal1452]

Thank You Sir

[@amalekilawlor2922]

Thank you!

[@mueslikoi1887]

Glad I found this video

[@nay2d2]

Thank you very much

[@yours_darkseid]

Thx man ☺️

[@julietittler9171]

Soooo clear. Thx

[@thomasl863]

Lifesaving video. Why can't tenured professors teach this well smh.

[@tasneemalja9568]

Best teacher

[@hashemabumonassar6857]

Thanks

[@ahmedbahram4653]

Thank you so muchhh

[@vaishalidubey3119]

Thanks 👍🏻

[@Ammmej]

THANK U!

[@dbuc4671]

For symmetric, and we have a single arrow pointing a--->b couldn't we just draw an arrowhead on the same relation so ab would be symmetric? or do double arrows not count

[@AravindhRaj-mv9bs]

superbro tq very mcuh

[@user-si4zs4wu2h]

please we need exercices for that more than explination and thank you so much

[@bikerguy4592]

how about equivalence ? sir

[@tarik1763]

7:45 ecstazy

[@esmamercan4501]

thanks it is excellent

[@manu-mm4pc]

what about anti-semetric, irreflexive and Asymmetric?

[@sajanasathira]

Thank you

[@kakurlakomal8747]

Tysm sir

[@user-tj4lg1fd4t]

yo this concept was hard af for me, this just opened my eyes, as for the pregnant bar!

[@silviapetrova8562]

thank you

[@thomashipp1405]

i'm taking Alg 2 now and i have a really stupid teacher who lowkey can't teach. thanks so much for this, it made so much sense

[@anujmeena]

Thanks ❤️❤️❤️

[@mayanksikarwar5172]

You a cool teacher

[@donitarose4225]

A bit unclear or lacking on actual relations involved, say =, not =, < , etc...and how these RELATIIONs are connected to your arrows (which don’t make the relations explicit). How do you do a

[@athenalin6360]

why last one is transitive, c has no way to go, I though transitive should for all elements in domain, I think I miss some part, could anyone explain why?

[@begeerizik8985]

Thank you sir ,even a dumb student can get the concept from ya 👌🏽

[@erikwoodruff5643]

so much better than try to learn from reading a textbook

[@miriya6423]

nah bc i know this guy is the funny teacher everyone loves.

[@lol.4700]

In love with the pfp

[@groverkiinmuppetborn714]

very helpful video, but just wondering, can sets of 2 or less be transitive

[@LearnYouSomeMath]

Thanks! And yes, absolutely. In fact, relations defined on sets of two or less can’t NOT be transitive.

[@groverkiinmuppetborn714]

@@LearnYouSomeMath Woah that is actually really helpful haha thanks

[@syedaayesha9295]

best video

[@Venkat-fv2mg]

Amazing zing zing

[@josefinalucero8107]

wheres the anti- symmetric relation?

[@binayaksubba4720]

I finally got this 😭

[@MrHadeedian97057]

nice video.

[@abboudshanan8899]

what if (a-> a), (b->b) and (c->c). Is it transitive?

[@LearnYouSomeMath]

yup. the easiest way to think of it is, "it's transitive because you can't show that it's not."

[@iamlegend6436]

For the first time I understood this

[@thestar001Official]

11:46 "you can't be half pregnant..." Me: 🤔🤔 uhh

[@raulugiamartin2182]

Is this relation R = {(1, 1), (1, 2), (1, 3), (2, 2), (2, 1), (3, 3)} symmetric and transitive? Apparently it's symmetric because 1R2 2R1 however 1R3 but 3R!1 so I don't understand why it's symmetric.

[@tanuv]

It's not symmetric. Probably a typo in the answer you are referring.

[@calebwatson9193]

Do you have enough ad breaks in this video?

[@LearnYouSomeMath]

I don't put them in, youtube does that automatically. Sounds annoying, though.

[@astronomy1328]

{{1,1} , {2,2} , {3,3} , {4,4} } how it can be Symmetric Transitive and Reflexive

[@muemelog5863]

It’s reflexive

[@saifsfe]

@@muemelog5863 ايش تسوي هنا😂

[@jayb_zj8444]

{(a, a), (a, b), (a, c), (b, b), (b, a), (c, a), (d, d) is symmetric, transitive or reflexive? it really confused me alot

[@rahulsreekumar9708]

Not reflexive and transitive but is symmetric

[@lakshana1031]

It is symmetric but neither reflexive nor transitive

[@tanuv]

Reflexive: Not reflexive cause there's no (c,c). Symmetric: It is symmetric cause it has (a, b), (b, a) and (a, c), (c, a). Transitive: Not transitive cause there's (a, b) and (a, c) but not (b, c).

[@makro477]

"u cant be half pregnant" ur damn right HAHAHAHA

[@nikkiagarwal5435]

omg pls take my tuition

[@wiany11]

Is {(a, a), (b, b), (c, d), (d, c)} reflexive? Do cRdRc and dRcRd imply (c, c) and (d, d)?

[@RobertMurphy-wm3ge]

NOw if only my professor (who clearly listens to NPR and eats salt free saltines) could explain shit like this I'd be doing much better in my class.

[@dbuc4671]

i have an iq of -150 and i got this entire video lol

[@spaceboi4717]

Ur voice's like u host tv shows.