If vector u and vector v are non-zero vectors, but Proj(u onto v) = vector 0, what conclusion can be drawn? If Proj(u onto v)= vector 0, does it follow that Proj(v onto u)=vector 0? Explain
Ok, so I am having trouble trying to explain this question. This is what I came up with so far, hopefully someone can add on or help answer this question better. Thanks for your help in advance.
when Proj(u onto v)=vector 0, that means that the projection vector is at the orgin, doesn't it?
I know that they are not equal to each other.. but I am not sure how to prove this.