- #1
mitch_1211
- 99
- 1
I have a non-homogeneous Ax=b (with b non-zero) and i want to know if the set of all the solution vectors, x, forms a subspace.
I know that every solution can be written as x = xparticular + xhomogeneous i.e as the sum of a particular solution and a homogeneous solution, but I'm not sure if this helps here...
thanks!
I know that every solution can be written as x = xparticular + xhomogeneous i.e as the sum of a particular solution and a homogeneous solution, but I'm not sure if this helps here...
thanks!