Axioms of Completeness| Reflexivity| Transitivity| Varian Ch 3| BA (H) Economics| NTA NET Economics|

[@matthewdouglas6988]

Nice example about reflexive preference axiom being violated - thanks!

[@harjotbhui]

You explained it better than a USYD's economics professor! Thank you.

[@pppppp503]

Thank you Harjot!

[@Salma_Harpal]

Yes sir......this class is very very helpful to me.....thank u sir

[@hassanabdullahiomobolaji7198]

Ooin!!! The quality is top notch.

[@zurzakne-etra7069]

Best explanation!

[@chintubagarty2236]

Thank you sir for this amazing teaching

[@mausumboyajju2760]

Good explanation .. helpful for me ...

[@binu7778]

Thank you sir for this amazing lecture 🙏

[@shrutiarora1104]

Sir, your videos are really helpful! Waiting for your next video!

[@apranamishra011]

Great.. 😍

[@ezyinvestors8879]

Good work

[@sundramkumar1373]

great explanation sir

[@ganeshkumawat7628]

Wonderful sir.

[@Marzyart]

Great, thanks

[@ravindrakumar-ws7lt]

I liked your video but please make video by taking numerical question that would be helpful to get concept very well.

[@sudhirtokas7807]

Well explained

[@balajis7715]

Amazing lecture

[@dailyaffairs9546]

Excellent

[@antrix2842]

👏👏👏👌👌Thank you for this amazing lecture!!

[@pppppp503]

Thank you!

[@ishratrashid9351]

Thanku sir .. Indifference curve lecture kaha hai

[@pppppp503]

Available now

[@sonusehgal3249]

@@pppppp503 sir beautifully explained Sir please make a playlist of the full chapter

[@Avinashini-l2q]

Thank you so much sir 🙏🏽

[@aarambh_शिक्षा]

Sir plz upload more lecture of eco(h) 3rd sem. U r amazing and your lecture is superb. 🙏

[@pppppp503]

Thanks aman. Will upload all important topics. Please promote my channel and share with your friends.

[@aarambh_शिक्षा]

@@pppppp503 sir me and my friends need it so I definitely share your channel. Shayad meri khoj ko koi thikana mil gya 🙏❤️

[@shamazaki8156]

Sir where is the rest of the chapter of hal varian

[@anggaraadhari1933]

thank you sir, it's clear

[@pppppp503]

Thank you! please support ans hare with your friends.

[@maxpercer7119]

i think is called a total order or a totally ordered set, in abstract maths

[@a.b.7630]

Thank you sir...

[@halilkazik7816]

Thank you Sir.

[@bikashkhemudu-xj3bw]

TQ ♥️ sir

[@___.ayesha.__490]

Please explain the revealed preference theory also

[@borntofly9056]

Thankyou sir

[@ayushdhokte3690]

Thank Tou SIR

[@hindmarmash3088]

Thank you

[@mazahir1]

please do in Hindi also

[@pppppp503]

Will do soon..

[@SalaheddineBoulenouar]

But for reflexivity, saying that a bundle is at least as good as itself leaves the room for it to be MORE preferred than itself, it remains a possibility, which contradicts the basic reason why we put the assumption. Should we not say a bundle is equally preferred to itself?

[@KalingaHeritageHub87]

A worst teaching method I've ever seen 😡🤬😡🤬😡😡

[@darshh.poetry2193]

thank you sir