If a is algebraic over F of an odd degree then F(a)= F(a^2) || Field extension || Msc Maths

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Lecture 19(If a belongs to K is algebraic over F of odd degree. Show that F(a) =F(a^2)

#lecture 12# If a€K is algebraic over F of an odd degree ,then F(a)= F(a^2)..

Finite Extensions are Algebraic (Algebra 3: Lecture 9 Video 3)

An element a€k is algebraic over F iff [F(a):F] is finite || Field extension || Msc Maths || #Priti

#lecture 8# if a and b are algebraic over F then a+-b, ab and ab^-1 are algebraic..

If a is algebraic over F then prove p(a)= 0 and for any f(x) € F[x] , f(a)=0 then p(x) divides f(x)

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#lecture 9# An element a of K is algebraic over F iff [F(a): F] is finite...