Question

[25 POINTS] Show that every subspace W of a vector space V contains the zero vector 0.

Answer 1

The accurate answer is that the

Answer 2

Not every subset of a vector space contains the zero vector, but every subspace does. So you must verify that 0 is in your subset, as well as that the subset is closed under addition and scalar multiplication.

Hope this helps! I tried my best ^^ Sorry if it's wrong :< I tried.