Properties of Relation - Relation- Discrete Mathematics

Subject - Discrete Mathematics
Video Name - Properties of Relation
Chapter - Relation
Faculty - Prof. Farhan Meer
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#Relation #DiscreteMathematics

[@nilaypatil4721]

Sir thankyou for your Discrete Mathematics course. It's really helpful and giving me better conceptual clarity. Thankyou for your hardwork. Thanks for posting!

[@tatyavinchu69]

Sir,In Antisymmetric relation if (a,b) belongs to R and (b,a) also belongs to R then a=b
The one you taught inplace of antisymmetric is asymmetric relation
7:08

[@jaesukhan90]

thnx for the comment i was also cofused

[@dunnyfunny263]

Legend watching before exam night 😂

[@amyoutuber]

No in the morning 😂

[@aditya_rajive]

Great video. Just want to mention that the definition of Antisymmetric is incorrect. (From Byju's) Relation R of a set A is antisymmetric if (a,b) ∈ R and (b,a) ∈ R, then a=b. The one in the video is for Asymmetric.

[@sakshamchhatkuli271]

Thank you bro.

[@antonettelewis2255]

I love all your videos... keep it up

[@user-gg4qk9nm9z]

Tqsm sir ❤It helped me somuch 🙏

[@EugeniaAsiedu-mg2kf]

i love your teaching.......i really understand it now

[@ManojSingh-mc4iy]

Superv sir you clear my all doubt.

[@jolyineringo2738]

Understood well n good thnx

[@saad8558]

Superb❤

[@Abhijeet.012]

Thank you sir❤

[@chrispineotieno]

Thank you sir

[@posieden1664]

Very good explanation sir 😀😊👍🏻😁😄☺️🙂

[@user-te1jv3ub5l]

So far for all the videos i have watched yours is one of the best❤❤ you really make me understand. Thank you

[@Ekeeda]

You are so welcome

[@ParinithaGE]

I understood with first attempt only sir thank u soo much☺

[@AmberJade-tf3zm]

I’m really enjoying this

[@anamikaroy340]

VERY well explained each and every topic👍

[@harshsingh6414]

wah guruji wah

[@spsoundelectronics8131]

2 pm ko exam he or abhi clear huwa hu properties of relations

[@dathanquraisch5548]

much blessings sir....fromTANZANIA...🙏 you have cleared my doubts on this matter....thank you so much...

[@tazmim8243]

Thank you so much sir........🎉

[@meghrajshewale2552]

😂😂😂

[@Unknownvloger55]

According to you the concept you gave about Anti symmetry is wrong here
If (a,b)∈R,(b,a)∈R⇒ a=b,for all a,b∈A is the right equation for anti symmetry.And symmetry and anti-symmetry are not opposite

[@user-he3ml3dp3b]

Nice yaar AAP to bahut jhatu padhate ho

[@subhashsk6097]

Thank you so much sir❤