IRREDUCIBLE POLYNOMIAL CSIR NET || EINSTIEN CRITERION FOR IRREDUCIBLE POLYNOMIAL

Irreducible polynomial csir net.
Einstein criterion for irreducible polynomial.
Irreducible polynomial in hindi.
Irreducible polynomial examples.
Is vedio me maine irreducible polynomial or Reducible polynomial ko definition or examples ki madad se samjhaya hai. Sath me Einstein criterion ko v explain kiya hai with examples.
Is vedio me maine csir net k ek c part k question ko solve kiya hai teen method se
1- by definition of irreducible polynomial
2- trial method
3- Einstein criterion
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Is vedio me apko irreducible polynomial or Reducible polynomial ko kese find karte h apko pata chal jayega.
#IrreduciblePolynomials
#EinsteinCriterion
#MathematicsAnalysis
#ugc #csir #net
Linear Algebra
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[@aakashpapers7848]

Sir your vedios are best. Whenever i see them only once every concept gets very clear..✨✨

[@prithwishbhattacharya9481]

Its Eisenstein's criterion not Einstien

[@skyfly2325]

True

[@chandumudiraj2582]

Superb... Explanation thanku

[@ajaymaths5451]

Excellent explanation

[@r.s.1597]

at 8:36 How to do got factors of x⁴+x²+1 plz reply which method did u use to find roots ..plz reply

[@infra_hub]

Assume x^2 =t

[@artistryofmathematics6814]

Very nice explanation but confused in option 4 how it is irreducible

[@neerajgagat8466]

Yes

[@kapilsahu1349]

Nice thanks

[@aakashthakur101]

Thank you so much sir 🙏 🙏🙏🙏🙏🙏🙏😍😍😘

[@MathematicsAnalysis]

Welcome dear 🙂

[@irshadsirslectures4446]

@@MathematicsAnalysis u need revision, bcoz definitions f k bhamrai and gallian varies

[@royalmathsclassbypoonamaga7374]

Good

[@MathematicsAnalysis]

Thank you so much

[@niteshbagh5877]

1st condtion of irreduciblty me koi v polynomial ki degree 0 nai honi chye wo main polynomial ke degree se choti honi chye...am i right?? Please explain

[@kuyagaming3575]

Eisenstein Criterion. Named after Ferdinand Eisenstein

[@kanikagulati6460]

Awesome video sir thanks alot🙏🙏

[@MathematicsAnalysis]

Welcome

[@smith.x738]

Apki voice dard Vara awaj hai sir😂😂😂

[@kalpanamajumdar2208]

Nice explain

[@MathematicsAnalysis]

Thank you

[@lofisong0709]

x^2+x explain it on the basis of last example???

[@Anupamsaz]

weldon sir

[@MathematicsAnalysis]

Thank you

[@praveshsahavlogs3270]

lovely explain

[@MathematicsAnalysis]

Thank you

[@harshjariwala8176]

your definition of irreducibility is flawed. If that was true then x^2 +1= x(x+1) must be reducible in Q[x] (bcoz it is a field implies it is a I.D.) here bot g(x) and q(x) has degree 1 so they must be reducible but we know that roots of p(x) lies in C and in option c that polynomial has no roots in R so please justify it.

[@niteshbagh5877]

Yess pleasee justifyyy

[@gurukulacademy6352]

Tq sir

[@sandeeppuria1223]

last answer reducible hoga

[@PriyaKumari-yu9go]

thanks bhai

[@MathematicsAnalysis]

Welcome

[@jyotiaggarwal198]

bt how can we select prime

[@mr.deepakkumar9522]

Total content coffi should be smaller than prime number . Then choose any prime number which bigger all content nearest.

[@jyotiaggarwal198]

@@mr.deepakkumar9522 thanks

[@rajdeepkeshri5752]

Cant explain properly

[@Wethepeople404]

Too much wrong explanation