If a set spans a vector space and , what can be concluded about ?

Which of the following is always a subspace of ?

What is the Rank-Nullity Theorem for an

Which of the following is NOT a property of a vector space under vector addition?

A linear transformation is onto if:

For a linear transformation

A set of vectors

What is a basis for a vector space ?

What is a subspace of a vector space ?

Which of the following is a spanning set for , the set of all