Mam 3rd example of your transitive relation is not a transitive relation becouse it must have (3,1) as there are the elements like (3,1) and (1,1). Therefore (3,1) must be present.
Thanks mam , i was confused when my taught me this ..........the way u taught i felt like - " wtf!!! , itni si cheez samajh nahi paa raha tha main🤷🏻♂️🤷🏻♂️"
do we just need 1 pair to be transitive or we need all pairs to be transitive? like if we have {1,2,3} and R= {(1,1),(2,2),(3,3),(1,2),(2,1),(1,3)} if we take (3,3)&(1,1) we dont have the transitive pair (3,1) in R but we have (1,3) so do we need all the pairs or just 1 to prove that it is transitive
Bro (x,y) simple if the first element is in first why to take into that it said that if (x,y) belongs to R and (y,z) belongs to R then automatically (x,z) belongs to R you said like if A=(1,2,3) then we have A×A as (1,1)(1,2)(1,3)(2,1)(2,2)(2,3)(3,1)(3,2)(3,2) then we separate (1,1)(2,2)(3,3) and remaining is (1,2)(1,3)(2,1)(2,3)(3,1)(3,2) then yes its trabsitive
2:19 all reflection, Syemtric kaise honge.. 😒. Agr hm reflectivee (1, 2) le ( form element of 123) . And Syemtric me (1, 2) , (2, 1) NA le tb v to ye Syemtric hi ho ga na!
yss all reflective can't be symmetric & transitive for eg: if a set A={1,2,3} & R -{(1,1) (2,2) (3,1) then it is not a transitive or symmetric bt it is a reflexive a little bit part is wrong
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Mai 1.5 hr pehle
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1:00 kya hoga agar bas {(1,1)}hoga tho reflexive hoga?
Fact:- Whole chapter covered in this short video...❤️❤️ Thnq ma'am
This is only a part of this chapter that doesn't clear your concept until you practice questions
Mam i don't know how to thank you cauz you saved my so much precious time , just watching one day before exam , thanks mam❤
1:00 kya hoga agar bas {(1,1)}hoga tho reflexive hoga?
You saved our lives !!!❤️❤️❤️❤️❤️ Thank you so much for being so good !!!
Thanks, mam your the only one who explained this concept perfectly. I was just banging the door for these concepts 🙏🙏🙏🙏
don't bang doors bang .....
Means alot
Ha yar pehle ka to kisi ne bataya hi nahi tha reflexive ke kuch points
@@sriramkrishnamurthy4473 😳
All the best
Start kr hi diye 👍
THANKS COVERED ALL TOPICS IN VERY LESS TIME. 🔥🔥
I have always problem on this ,,,,,,,,but now it is clear 👍🏻👍🏻👍🏻
This is called a Good samjhana
Nice one made my day maths easier
Mein ek bengali student hu
Pura TH-cam PE bengali pe video dhundne ke baad ye aya
Or pura doubt clear ho gyi
Mam 3rd example of your transitive relation is not a transitive relation becouse it must have (3,1) as there are the elements like (3,1) and (1,1).
Therefore (3,1) must be present.
Liked and subscribed. ❤ 100 percent quality content mam. (No time waste, no ads)❤
You saved our lives !!! Thank you so much for being so good !!!
Thank you so much madam you always solve my problems you are the best teacher on this platform.
Mam ap ne bhut ache example diya dimage me beth gaya thank you mam
Superv and time saving
Tnq sooo much it covered a small part of my discrete transformations which I was struggling a lot🥺♥️
Ur most welcome..!! 😁😁
@@_mr_masuum_889
Tu kaun hai be 😂
@@paarthjagga7287 Oho bhai mayke pe chauka maarne waala lagta hain
Ye sexs and relations mujhe bilkul pasand nahi hai
Thanks ma'am
Explanation was superb 👍👍
Exam ki subah centre par padha sab clear ho gaya
Thank you & love uh ❤️ so much mam 😘😘
At the end i think it is not worthy but after solving some problem it relize it is helpful ❤️
Lots of love from up💕 pratapgarh (Vivek nagar)
Thank you. Means alot
Thank you so much...bahut easily aapne concepts clr kr diya..❤❤
Mam... Yr voice is just amazing ❤❤🌺
Very helpful video👍.
Thanks mam , i was confused when my taught me this ..........the way u taught i felt like - " wtf!!! , itni si cheez samajh nahi paa raha tha main🤷🏻♂️🤷🏻♂️"
Means alot.. Thanks
Same bro,same.I had the same reaction when Maam taught us in less amount of time and explained crystal clear
Simplest video explaining functions yet! Thank you ma'am, great job!
acha smjhaya
u will definitely suceed
Mam as u said that in irreflexive set there is not any element of reflxive present in it as we can se (1, 2), (2, 1) is already present in reflexive
Paper se 10 mint dekg raha hoo ...maja aagya
Well explained mam thnx to clear my doubt ☺️
Thanks Mam for Good Teaching 🙂
Thankss dii aaj exam h mera pura relation ka ye part pura 6min mein smajh gyaa ✨
You're deserve million ❤
Your explained method is very good😇
Thanks mam.very helpful video.
very nice explanation .... 😇
Sir abhi aap kya kar rhe ho, class 12 ke baad
Thanks didi , topic clear ho gaya !
thanks mam bohot acha smjhaea😍🥰
Very nicely explained..
Sab bol rahe hai ki mai aadhe ghnte phele dekh raha hu exam se aapke school mai kya phone allowed hai 😂
Allowed hai mere me
Anti symmatric ka first example wrong tha 1 = 2 not possible but wese video superb thi thanks
I found it wrong too
Its wrong agree,
If (1,2) is there then (2,1) should not exist,
Then only it will be anti symmetric.
Nice explanations.
@@aminulislamsagor1657 are bhai uski bhi ek condition hoti hai agar (1,2) hi nahi hoga to hame (1,2) =(2,1) prove karne ki jarurat hi nahi hogi
Aur null set hamesha symmetric hota hai
thank you ma'am... now I understood the concepts very clearly
Your explain method is good
how (1,2) (2,1) (1,1) is anti-symmetric
Take a=1 , b=2 , and now check the defination
(1,2),(2,1),(1,1) so (a,b),(b,a),(a,a) is also there means its anti - symmetric
Insane explanation 😬
Your video is Super Didi.
Superb mam 👍👍
Excellent explained 🤗❤️
plz dont stop posting videos this is most wanted content in todays time
Well teaching mam🌠🌠😍
Yrr tera namm shai me moti hai🤣🤣
@@TarunSingh-ed6dd nhi bhai
Ye mere kutte ke naam ki I'd hai😂😂
1 hour before exam
u r from problem busters ...i recognised u by your voice...
Very well explained 💯💯in a short tym, ✨👍👍👍👍👍👍
Jhaaaat himanshu chahal🌝
at 3:17 first subset is {1,2} not {1,1} thank you mam.
Superb video mam
Good explanation in very short time.. 👍👍
Taught wonderfully
Love your voice 😍
Seriously 😅👈
Nice teaching 👍👍👍
Mam.
......u r fabulous ❤️
I am repeating this year because I saw this video last year 2 day before the exam 😿sed life 🧬
Mam ye types of relation nhi h.. ise properties of relation khte h... Plz clear mam...
Nice keep it up 👍
Hare ķrishna ❤♥️
Ma'am ,(1,1),(1,2),(2,1) reflexive he kya?
Best explaintion
Pper se pichi raat ko dekh rhe h.. Concept clear
Bohot zabardast
Legends watch before 1 day😅😤😉
Ma'am I think antisymmetric first example is wrong bc when 1 R 2 and 2R 1 then 1 does not equal to 2 its mean it is not antisymmetric relation
Excellent💯💯💯💯💯👍
Good explanation
Totally understood😊
Mai tho paper ke baad dekh raha hu 😂 5:57
Thanks for clearing concept withoout wasting time.🍫🍫
Best teacher
Ya guys tomorrow is my maths paper. Only prayers can help 🙂
Ma'am In transitive relation for example {(1,1)} have a compulsory to given the question to identify relation
You taught whole topic in very easy way
farzan ki taraf say like mil raha hai apko
Nice 🎉
Example {(1,1)(2,2)(3,3)(2,3).} These are reflexive but not symmetic
Thanks mam for lot of help.
Nice voice hai apkaa✨✨
Nicely explained
But last concept is not cleared of anti symmetric
Student of class 11 ( 2023-24)
Same here bro😎
do we just need 1 pair to be transitive or we need all pairs to be transitive?
like if we have {1,2,3} and R= {(1,1),(2,2),(3,3),(1,2),(2,1),(1,3)}
if we take (3,3)&(1,1) we dont have the transitive pair (3,1) in R
but we have (1,3)
so do we need all the pairs or just 1 to prove that it is transitive
th-cam.com/video/41nge6Y-cbE/w-d-xo.html
Watch This explanation bro
Bro (x,y) simple if the first element is in first why to take into that it said that
if (x,y) belongs to R and (y,z) belongs to R
then automatically (x,z) belongs to R you said like if A=(1,2,3) then we have A×A as (1,1)(1,2)(1,3)(2,1)(2,2)(2,3)(3,1)(3,2)(3,2) then we separate (1,1)(2,2)(3,3) and remaining is (1,2)(1,3)(2,1)(2,3)(3,1)(3,2) then yes its trabsitive
(1,1) (2,2) (3,3) please tell ma'am how it's transitive
Didi please tell which pen you use. Writes very good.
For anti symmetric
If (a,b)€R ===> (b,a)€R ifff a=b for all a,b€ R
your handwriting is too good
For all relations R, If R is symmetric and transitive relation then R must be reflexive. Is that true?
No
Good job
Legend watching it outside the examination centre
Best❤️
Very useful video
Very very thank u mam
Very good ☺️😊
amazzing
2:19 all reflection, Syemtric kaise honge.. 😒. Agr hm reflectivee (1, 2) le ( form element of 123) . And Syemtric me (1, 2) , (2, 1) NA le tb v to ye Syemtric hi ho ga na!
yss all reflective can't be symmetric & transitive for eg: if a set A={1,2,3} & R -{(1,1) (2,2) (3,1) then it is not a transitive or symmetric bt it is a reflexive
a little bit part is wrong