Write each equation on the form where are scalars. A possible matrix will "appear".
Hi, can anyone help me with this question?
Let S be the subspace of R^{4 }given by the solution set of the equations
x_{2} - 3 x_{3} = -x_{2} - x_{3} - x_{4} and x_{1} = x_{1} + x_{3} = x_{1} - 2 x_{4 Find An example of a matrix for which S is the nullspace }