extension field lecture-4, splitting fields, field theory for NET

[@jiyanshsingh7400]

Sir aap bhaut aacha padhte h saare doubts hamre clear ho jate aapke video lec dekhne PR ...thank u so much sir ,aap jaise guru ka pana hum log ka saubhagya h sir ..🙏🙏

[@ujjwalkumar2164]

Concept samajh me aa gaya friends?👏👏👏 Very nice 👍

[@Tiwari_21]

sir.....you say everytime that " me samjha paya ya nhi "......so i want to say something that-----\\\\\aapse accha koi smjha hi nhi skta sir\\\\\

[@syedtayibah4463]

Very nyc Sir Good teacher

[@shatakshisharma4084]

Very well explained sir.......thanks for having with we people.

[@komalsahu8637]

thank you so much sir i like your way very fantastic 👍

[@ramanandprajapati7560]

Thanks Sir ,I like your way of defining and explaining topics

[@shreyabaruah8378]

Sir you are doing an appreciable job..thanks

[@creativemathematics01]

You are the best teacher 👨‍🏫..

[@shalusanjuyadav]

Vry nice sir

[@impborah]

Thank you sir......

[@liakr.]

Sir degree ko bhi sath sath batate chale thaki revise hote chale naye naye example ke saath. jaise x^4-x^2-2 ka degree 4 h but agr degree of Q(✓2,i) over Q nikalni h poly. Ni diya ho us case me .baki explanation bahut hi acha Kiya Apne ,for this thank you so much..

[@Ribhyazclasezjhigher]

In that case find [Q(✓2):Q] and [Q(✓2,i):Q(✓2)] and multiply them. Wait for some more lectures, we will do some problems of same kind.....have patience...

[@pallavijaiswal4187]

Nice thanks sir

[@anmolbhanot5350]

Sir, which book will you suggest for understanding as well as practicing these concepts ?

[@rachanasoni007]

You are teaching greatly

[@ghoshdebajyoti210]

Excellent sir

[@pawanbhardwaj8944]

Find the degree of minimal splitting field of x6+1=0(x ka power 6+1=0)

[@Harishankar-dz2fy]

Suberb technic of theaching sir

[@sumansarkar-yw4ox]

a1,a2,...an have to be linearly independent,otherwise f(a1,a2,..) will not be splitting field

[@poojamaurya-oy8lw]

Thnqq so much sir.. For your valuable time 😊

[@rakeshkakodiya3328]

if E is a finite extension of a field F then G(E/F) is a finite group and l G(E/F) l

[@learnalways8213]

very nice Sir. thank you

[@d.k.r5630]

Sir In x^3-1 over Q what is the basis for [Q(1):Q]=3?

[@dineshrathia8906]

I think It would be Q[√3i] rather than just Q[i] nd [Q(√3i:Q]=2

[@gurdeeprani222]

Sir aap theorem bhi krwade

[@harekrishnamishra2824]

thank you sir

[@rakeshkakodiya3328]

I like lecture sir thank you so much sir

[@pawanbhardwaj8944]

Solve this Question

[@muthumeena1010]

please add english subtitle sir

[@muthumeena1010]

add eng subtittle sir

[@harekrishnamishra2824]

thank you sir