Sir thankyou for your Discrete Mathematics course. It's really helpful and giving me better conceptual clarity. Thankyou for your hardwork. Thanks for posting!
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
Nope you are still confused According to sir 's definition it's the same thing like if a,b belogs to R then b,a doesn't belong to R if it belogs then it can be a=b If( a,a) is present or not it doesn't matter
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.
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
Sir thankyou for your Discrete Mathematics course. It's really helpful and giving me better conceptual clarity. Thankyou for your hardwork. Thanks for posting!
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
thnx for the comment i was also cofused
Nope you are still confused
According to sir 's definition it's the same thing like if a,b belogs to R then b,a doesn't belong to R if it belogs then it can be a=b
If( a,a) is present or not it doesn't matter
Legend watching before exam night 😂
No in the morning 😂
@@amyoutuber yes 😂
Tumhe kaise pata chala bhai😅
😂
And Ultra pro-max legends watching before 2 hours of exams...btw saying the trurh😭😇
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.
Thank you bro.
So far for all the videos i have watched yours is one of the best❤❤ you really make me understand. Thank you
You are so welcome
my collage need this type of teacher....hats off sir
Superv sir you clear my all doubt.
i love your teaching.......i really understand it now
I understood with first attempt only sir thank u soo much☺
I love all your videos... keep it up
Tqsm sir ❤It helped me somuch 🙏
Thank you sir❤
Understood well n good thnx
Very good explanation sir 😀😊👍🏻😁😄☺️🙂
Thank you sir
Superb❤
My lecturer❤
much blessings sir....fromTANZANIA...🙏 you have cleared my doubts on this matter....thank you so much...
VERY well explained each and every topic👍
Nice way he teach
sensational😁
Thank you so much sir❤
wah guruji wah
12:27 1,1
2 pm ko exam he or abhi clear huwa hu properties of relations
Pro legends watch this at morning of exam day😂
A cross A
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
Chill bro it is correct, it means the same thing that if the numbers are symmetric so they should be a=b only or else it is not anti-symmetric
😂😂😂
Nice yaar AAP to bahut jhatu padhate ho
thank you sir
Thank you so much sir........🎉