* Determine whether H, a subset of the vector space V, is a subspace of V.
V=P3, H={p is an element of P3: p(0)=0
Do i just have to prove that H is non-empty, closed under addition and closed under scalar multiplication to prove if H is a subspace of V? How does this relate to p?
Any help is greatly appreciated!!
V=P3, H={p is an element of P3: p(0)=0
Do i just have to prove that H is non-empty, closed under addition and closed under scalar multiplication to prove if H is a subspace of V? How does this relate to p?
Any help is greatly appreciated!!