Recent content by rtgt

Hi everyone, The problem that I'm having issues with reads: "Let F: Rk →Rn be a linear map. Recall that the graph G(F) of F is the subset of Rk × Rn = Rk+n given by G(F)={(x,y)∈Rk ×Rn : y=F((x)}" It first asked me to show that G(F) is a vector subspace of Rk+n which I did just by the definition...