Proving V is a subspace of W - My Math Professor
If it is given that V is a subset of a vector space W, then showing that V is a subspace means we must only verify vector space properties three and four for V. That is to say, V must contain the zero vector, and a negative vector for each vector in V. All other vector space properties are implied by the fact that V is a subset of W.
S'exercer sur cette citation
Noter cette citation :
3.4 out of 5
based on 21 ratings.
Modifier Le Texte
ou juste laisser un commentaire