WeBWorK Standalone Renderer

Let $A = \left[\begin{array}{ccccc} -3 &1 &-3 &3 &5\cr -3 &2 &-1 &1 &-1\cr 0 &-1 &-2 &2 &6 \end{array}\right].$ Find a basis for the row space of $A$ .

$\big\lbrace$ $\left[\Rule{0pt}{1.2em}{0pt}\right.$ $\left]\Rule{0pt}{1.2em}{0pt}\right.$ ,
$\left[\Rule{0pt}{1.2em}{0pt}\right.$ $\left]\Rule{0pt}{1.2em}{0pt}\right.$ $\big\rbrace.$