L-4 Most Expected Questions - Abstract Algebra || CSIR-NET 2024

Поделиться
HTML-код
  • Опубликовано: 18 окт 2024
  • #TJK5.0 #CSIRNET #GATE #MSC #CUETPG #iitjam
    Get PDF Notes of this session here ⏬️Download App - bit.ly/sbtechapp
    For Previous Year Questions ⏬️Download App - bit.ly/sbtechapp
    For Free eBooks ⏬️Download App - bit.ly/sbtechapp
    ✅️Join WhatsApp Group- bit.ly/47Z2xkH
    ⏬️Download PDF - bit.ly/sbtechapp
    ✅️Join Test Series- bit.ly/netj2024
    Contact- 8126545455
    Email us - sbtechmath@gmail.com
    --------------------------------------------------------------------------------------------------------------------
    --------------------------------------------------------------------------------------------------------------------
    #sbtechmath #CSIRNET #GATE #MSC #CUETPG #cuetpgmath #iitjammaths #iitjam #mscmath #realanalysisiitjam #realiitjam #iitjamreal #iitjammathematics #iitjamsolutions
    --------------------------------------------------------------------------------------------------------------------
    #taiyarijeetki #gate2024 #CSIRNET #GATE #MSC #CUETPG #iitjammath #iitjamstat #iitjamdiffrentialequations #differentialequations #iitjamrealanalysis #iitjamreal #iitjammaths #complex analysis csir net, #csir net mathematics | sbtechmath | sunilbansal | sbtech math | sbtech | mathematics

Комментарии • 4

  • @taslimaparveen9113
    @taslimaparveen9113 4 месяца назад +1

    sir teaching way bahut hi achha hai tq for this valuable series sir❤❤

  • @gulzarnazra2915
    @gulzarnazra2915 4 месяца назад

    Very nice and clear explanation sir. Thanku very much😊

  • @MathsRevolution369
    @MathsRevolution369 4 месяца назад +1

    Thank u sir...❤

  • @muskandata1174
    @muskandata1174 4 месяца назад

    Quotient map vale questions m sir sir ye theorem se prime ideal ban Raha h because Z[I] is a integral domain so Z[x]\(x2+1) is equivalent to Z [I] is integral domain hence (X2+1) is prime ideal