2.Describe the span of the given vectors geometrically and algebraically. a.The set of all linear combinations of u, v, and w is a line through the origin with u as

a direction vector. b.The set of all linear combinations of u, v, and w is a line through the origin with v as a direction vector. C.The set of all linear combinations of u, v, and w is a plane through the origin containing only u as a direction vector. d.The set of all linear combinations of u, v, and w span R3. е.The set of all linear combinations of u, v, and w is a plane through the origin containing u and v as direction vectors.