Hi everyone,

I am stuck on two problems, involving vector/matrix proofs: I think I would have to put these into a matrix of some sort, but I am unsure how to interpret it further. Some insight would be helpful

Let Q= set{v1, v2, ..., vq} in r^n

1. Prove that if n<q, then there exists a vector in R^n that is not in the element of Span Q..

2. Prove that if n>q, then Q is linearly independent.

THanks!