Very grateful to have a teacher like you seriously I never felt like studying before 😭 but when I study maths from you it literally goes straight in one go 💖
@@abhiishekkkno its not in inverse relation because both (a,b) and (b,a)goes out from one relation which is R. If it is from inverse relation then shows R-1
very nice mam i attend in your class i am not felling so that i see this video on youtube i just feeling so that your class is attend in offline mode so thank you so much mam
Hi di! ♥️How Wonderfully you explained everything tysm.. I m here with my one doubt.. As you said in Anti Symmetric.. Yeh agr 1,2 hai toh 2,1 nahi rkhta but i can hold 1,1 & 2,2 but in my book the explanation is like this "if ( a, b) ∈ R, (b,a) ∈ R => a=b." mujhe actually smjh nhi aara what is Anti Symmetric! Can you please help me out!?
she said that symmetric should be ( a, b) ∈ R, (b,a) ∈ R ____for example: a set contains A={1,2,3} and B={1,2,3} so here a symmetric set={(1,2),(2,1),(1,3),(3,1),(1,1),(2,2)} so a symmetric set can tale elements which are symmetric to itself also.......now for anti-symmetric- it says it will take elements which are symmetric to itself like {(1,1),(2,2)} but it won't take elements which are symmetric to each other like {(1,2),(2,1)} so if a relation is given like this R={(1,2),(2,3),(1,1),(1,3),(2,2)} then it is anti-symmetric...but if it has {(1,2),(1,1),(2,1)} then this is symmetric .......sooo.....like you said "if ( a, b) ∈ R, (b,a) ∈ R => a=b." if a=b......a=1 then b=1 then the relation will have {(1,1)} so this is anti-symmetric i know this is late but i hope it helps
A={1,2,3,4.........,14} R={ (1,3) (2,6) (3,9) (4,12) } Ismai domain {1,2,3,4} Range {3,6,9,12} Orr agrr A ki value infinity ho tbb co-domain mai kyaa aayega?? 37:00
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@@rudraytdubbing2624??
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pure world me sayad hi koi hoga jo aapke jitna achha explain karta hoga kasam se kah rhi hu.
Option - D.
Symmetric relation..
Thank you so much mam in easy way too teach 😌
Inverse kyu nhi ? ( 1 ,2 ) ka inverse ( 2 ,1 )
@@So._.satisfying ho sakta hai pr mam ne hint diya tha ki 1 2ka friend and 2 1ka friend ho toh kon sa relation banega 😂
@@grootff2672 symmatric tab hoga jab dono ek hi relation me ho wo inverse hai kyuki wo do alag alag relation h
Very grateful to have a teacher like you seriously I never felt like studying before 😭 but when I study maths from you it literally goes straight in one go 💖
Your teaching technique is better than my college teacher ♥️
Right
You made this easy to understand.best teacher 👍
Answer is D symmetric relation
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2024 bca ke liye hai kya yeh ply batao
@@unstoppablegamerzofficial2228 hn
U r amazing mam..thanks for putting such a great stuff for us
pura clear ho gaya madam, aap ko bahut dhanyawaad.
Bhot teachers se study ki but pheli teacher hai jinka Smjaya hua dimag ke aar baar hua ❣️🙏
Above (a,b)E R and (b,a)E R , then it is known as symmetric relation.
Yes but ye to mam ne bhi to btya😅
@@Amityadav-il2rp i was just testing my answer before mam told us.
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@@AB_sh0rts ४४
Great sound "चले आगे"
Mam literally you are the life savier of us💛
Option D - Symmetric Relation
Thankyou so much di RUclips pe kahi aur aap ke jaise videos available nahi hain.
symmetric relation
very helpful video
Best and most sweet teacher ever
Mind Blowing Explanation 😊🙂💥
Yes mam answer is symmetric relation 💯💯💯💯
Thank you mam for your great efforts 🙏🏻💯
Thankyou mam aap na bhut aacha samjaya hai
Symmetric relation ❤❤ ma'am aap bahut acha padhati hai TNX ma'am ❤❤😊😊
Thank you so much mam😊👌🏻✨✨
Answer is D- symmetric relation
Mam your are amazing and very helpful and support study in your video ❤
thank you, studying two days before exam
30:55 answer is option D "symmetric relation"
👍 true
Kitna ache se smjhate ho aap 😇😇
thanks mam ye chapter mujhe bahut hard lagta tha aaj aapne saare concept clear kar diye😊😊
Love this video thanku so much 🥰
Mam answer is D=symmetric relation
Bhai inverse aur symmetric dono hoga na
@@abhiishekkkno its not in inverse relation because both (a,b) and (b,a)goes out from one relation which is R. If it is from inverse relation then shows R-1
Yes it's symmetric
Mam answer is : D
Symmetric
@@NmSingh-mw6nsOk beta 😅
Thank you so much mam😊👌🏻✨✨
Mind blowing explanation 👍🤘🙏🤗
Aasan Gyan Samman new channel for bca mathematics 2 semester n
(Aashan Gyan Samman )new channel for bca mathematics 2 semester
Mam app bhut acha padhati hai
Thx mam ❤😊
u r awesome 😀 nd uh deserve more subscribers and followers ....all the best👍
Hlo
Ur explanation so clear
amazing teacher in the world your explnation is very good
31:15 option D Symmetric relation
Ma'am what's the difference between reflexive and universal cuz it's sound same I mean related to itself as well as others. Both definitions are same?
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I can't describe your praise in words
Hello Mam, I'm BCA 1st Semester Student. Thank you so much for this video. I learnt a lot. Mam the answer is (D-Symmetric relation).
Is relation and functions part of BCA course??
@@yashrai8534 Yes
@@VickyTirkyReaction maths se bchne k liye bca li thii fir v math piche pad gayiii
@@Jaiverma021 Maine bhi yahi socha tha. lekin maths pichha hi nhi chhodti...
very nice mam i attend in your class i am not felling so that i see this video on youtube i just feeling so that your class is attend in offline mode so thank you so much mam
Aap bahut achhi tarahase mushkil topic aasan karte ho
Aap achhi tarahase explain karte ho
Mam you are blessing to us ❤
Thank you so much ma'am ❤
Option - D.
Symmetric relation
thanks mam.................. now i have no doubts
Mam apka padaya hua samaj arra ha thanks ❤😂 lots of love
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Plz playlist ka naam kya he batado
Finally I found my dream channel
(Dreams maths)
Acchi video hai, AAP acche se samjhate ho didi
Very helpful mam👌🥰🥰
Mam in Universal Relation
We can write like this
A * A R ={ ( 1,1) ( 1,2) (2,1) (2,2) }
didi bahut pyara padhate ho aap .......🧡💯
d answer mam nice explanation ,thank you.
Option (D) Mam. Symmetric Relation is the correct answer.
Mam Ty kisi ka bhi samjh nahi aara tha mai arts Student hu pr ab Mughe sb smjh aara hai Ty so much mam 🙏🙏
U taught like a mother mam 🤞✨
Aasan Gyan Samman ; new channel for bca mathematics 2 semester n
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best teacher i have ever seen💙💙💙💙💙 kaash aap java v padhate mujhe koi coding k lie playlist nhi milrhi pls koi suggest krdo core java k lie
Codeitup channel is best go for codeitup.
Best teacher 🙂🙂🙂
Option D - Symmetric relation
btw, great video !!
(Aashan Gyan Samman )new channel for bca mathematics 2 semester
Best teacher
I owe a lottt to uuh ma'am..🩷💫
D - Symmetric Relation
Symatic relations❤
Thanks mam ❤❤
thnx mam❤️❤️🙏
Awesome explanation😀👌👍
Glad you liked it!
@@DreamMaths ma'am BCA or BBA maths are same or different 🤔
@@anuragchauhan2899 Kuch topics same hai....
@@DreamMaths ma'am I am studying matrix from your channel so is same or different 🤔
Same..
Chale aage 😊
Will be the right answer D. symmetric relation
30:59
Answer
Symmetric .R🎉🎉🎉
(1,2)ER AND (2,1)ER it is known as symmetric relation😊😊😊OPTION (D) IS CORRECT
Thanks a lot mam 🙏
Hi di! ♥️How Wonderfully you explained everything tysm.. I m here with my one doubt.. As you said in Anti Symmetric.. Yeh agr 1,2 hai toh 2,1 nahi rkhta but i can hold 1,1 & 2,2 but in my book the explanation is like this "if ( a, b) ∈ R, (b,a) ∈ R => a=b." mujhe actually smjh nhi aara what is Anti Symmetric! Can you please help me out!?
she said that symmetric should be ( a, b) ∈ R, (b,a) ∈ R ____for example: a set contains A={1,2,3} and B={1,2,3} so here a symmetric set={(1,2),(2,1),(1,3),(3,1),(1,1),(2,2)} so a symmetric set can tale elements which are symmetric to itself also.......now for anti-symmetric- it says it will take elements which are symmetric to itself like {(1,1),(2,2)} but it won't take elements which are symmetric to each other like {(1,2),(2,1)} so if a relation is given like this R={(1,2),(2,3),(1,1),(1,3),(2,2)} then it is anti-symmetric...but if it has {(1,2),(1,1),(2,1)} then this is symmetric .......sooo.....like you said "if ( a, b) ∈ R, (b,a) ∈ R => a=b." if a=b......a=1 then b=1 then the relation will have {(1,1)} so this is anti-symmetric
i know this is late but i hope it helps
option d.... is correct ma'am
U r god to me 😊
Dhanyavaad Devi 🙏
Thanku mam🤓
D. Symmetric relation 😊
Ma'am double Integration & triple Integration bhi hai kya
Too good ma'am ... Thnk you
A={1,2,3,4.........,14}
R={ (1,3) (2,6) (3,9) (4,12) }
Ismai domain {1,2,3,4}
Range {3,6,9,12}
Orr agrr A ki value infinity ho tbb co-domain mai kyaa aayega?? 37:00
Definition ko bhi explain karna mam ❤
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36:04 whole set is known as domain and element in relation is known as co-domain...correct me if I'm wrong
Mam,answer is Option D ie Symentric.
Mam we can say range or cod main both are same
Thnku so much mam
Amazing video
niceee thanku mam
U are superb ❤️