% comment to self: always write your multicols before your enumerates! \begin{exercisebox} \subsection{Exercises:} \begin{doublespace} \begin{questions} \Question[4] Simplify: \begin{multicols}{2} \begin{parts} \part \(\sqrt{108}=\fillin[$6\sqrt{3}$]\) \part \(\sqrt{90}=\fillin[$3\sqrt{10}$]\) \part \(\sqrt{52}=\fillin[$2\sqrt{13}$]\) \part \(\sqrt{98}=\fillin[$7\sqrt{2}$]\) \end{parts} \end{multicols} \Question[4] Add or Subtract: \begin{multicols}{2} \begin{parts} \part $3\sqrt{2}+2\sqrt{2}=\fillin[$5\sqrt{2}$]$ \part $\sqrt{32}-\sqrt{18}=\fillin[$2\sqrt{2}$]$ \part $\sqrt{45}+2\sqrt{5}-\sqrt{80}=\fillin[$5\sqrt{5}$]$ \part $\sqrt{28}+2\sqrt{63}-5\sqrt{7}=\fillin[$9\sqrt{7}$]$ \end{parts} \end{multicols} \Question[4] Multiply or Divide: \begin{multicols}{2} \begin{parts} \part $2\sqrt{3}\times 5\sqrt{6}=\fillin[$30\sqrt{2}$]$ \part $3\sqrt{5}\times 2\sqrt{10}=\fillin[$30\sqrt{2}$]$ \part $14\sqrt{40}\div 7\sqrt{5}=\fillin[$4\sqrt{8}$]$ \part $3\sqrt{2}\div \sqrt{2}=\fillin[$3$]$ \end{parts} \end{multicols} \end{questions} \end{doublespace} \end{exercisebox}