Transitive Relation, Equivalence Relation

How (2,3),(1,4)make (2,4) because in this b is not same.

Superb

Absolute legend mate, this video is brilliant

Sir plz tel m if there is only one condition (a,b) is in R but (b,c) is not in R, then what can we say about transitive relation for e.g. R={ (1,2),(3,4),(1,1),(2,2) }

Thank u very much sir, Tamilnadu state board syllabus 11th maths all example & exercise sums upload pannunka sir please

Mad street cred for you bro.

Thanks u sir...It's really helpful to me

Charsi hai saala

Thank you

very helpfull thanks alot sir <3

Thank you sir

This video is very helpful! Thank you for your contribution to students like me.

👍

He looks like T-bag

for transitive, why 1 is belonging to itself and other numbers are not such as
(1,1) but not (2,2) or (3,3)
please tell me hurry

THANKS.

if A={1,2,3},R be a relation on A. Find the smallest possible relation on A Which is equivalence relation

ur like god sir
thank u so... much

superb explanation....

plz solve this Question R={(x,y): (x belongs to y),(y belongs to z), (x-z) is divisible by 6}

for transitive, why 1 is belonging to itself and other numbers are not such as
(1,1) but not (2,2) or (3,3)

nice

What if I am given a relation with only TWO ordered pairs and I am asked if the relation is transitive?

can anyone help me out with this.....{(1,2),(1,1)} is a transitive relation or not

Thanks

God bless you !! such a great doctor! keep it up.

Thanks alot man. I watched several other videos that explained relations but gave no examples. It made no sense; you give one simple example and it suddenly makes perfect sense. Thank You.

Thanks

Thank you very much sir

Sorry sir, This thing made me confused that,it is told in this video "Every line is parallel to it self" since it is told in schaum's series book, No line is parallel to itself :/ I have no clue on it :(

thank you so much ..... :)

good one

Very good videos . Thanks a lot. 😀

You have a positive impact on at least 20,000 people, by helping them with understandinding mathematics. Good job sir, well done!

Thank You....great

thanks for the video, it's very helpful.
could you make videos about equivalence relations, partial orders, and quotient spaces, you would save many souls

I have a Dream, that one day.. I will have a teacher like this...hatsoff
 Excellent teacher.. (y)

excellent series of videos.i have an xa, tommorrow and i am fulll confifident about it

thank's sir

Going to pass my quiz tomorrow all thanks to you Sir.

sir plz explain by giving a false example also

Thanks Sir.

Perfect video for explaining equivalence relations. 

Thank you very much, very helpful :)

nice videos Very Help full :)

thank you :) 

Thanks!

thank u sir

Thank you Sir! Your teaching is beautiful and easy to understand!

awesome video... thxs sir for uploding this video i cant understand this concept in tution because of your video i am able to understand... thxsss a lot....