Prove that the algebraic closure of Q() in C is isomorphic to any algebraic closure of Q(x),
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Prove that the algebraic closure of Q(√π) in C is isomorphic to any algebraic closure of Q̅(x), where Q̅ is the field of algebraic numbers and x is an indeterminate.
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We should note that Qx is an algebraic closure of Qx We know that ...View the full answer
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