最終更新日：2025/08/23
正解を見る
O campo complexo é considerado o fecho algébrico do campo dos números reais, pois contém todas as raízes dos polinómios com coeficientes reais.
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元となった例文
複素体は実数体の代数閉包と見なされ、実数係数を持つ多項式のすべての根を含んでいます。
The complex field is considered the algebraic closure of the field of real numbers, as it contains all the roots of polynomials with real coefficients.
