A finite extension field is described by this adjective if it is a separable splitting field over its base field.
A finite extension field is described by this adjective if it is a separable splitting field over its base field. A topological space possesses this separation property if for any pair of disjoint closed subsets there exist two disjoint open sets each of which contains one of the closed sets. Ideals are the ring- theoretic analogues of subgroups of this type, which have coinciding left and right cosets that form the elements of factor groups. The equation of a plane can be calculated with a point on the plane and this type of vector relative to the plane. The z-score can be used to standardize a probability distribution described by this adjective. For 10 points, give this adjective that names a bell-shaped distribution also called Gaussian.
A finite extension field is described by this adjective if it is a separable splitting field over its base field.
normal