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-\newproblem{mc:prod}{%
-Which of the following is the derivative of $x\sin(x)$?
-(Circle the correct answer.)
-\ifthenelse{\boolean{showanswers}}{}%
-{\begin{description}
-\item[A] $\sin(x)$
-\item[B] $x\cos(x)$
-\item[C] $\sin(x) + x\cos(x)$
-\end{description}
-}}{%
-\begin{description}
-\item[A] $\sin(x)$
-\item[B] $x\cos(x)$
-\item[\textcircled{C}] $\sin(x) + x\cos(x)$ (product rule).
-\end{description}
-}
-
-\newproblem{mc:quot}{%
-Which of the following is the derivative of $\frac{\sin(x)}{x}$?
-(Circle the correct answer.)
-\ifthenelse{\boolean{showanswers}}{}%
-{\begin{description}
-\item[A] $\sin(x)$
-\item[B] $\cos(x)$
-\item[C] $\frac{\cos(x)x-\sin(x)}{x^2}$
-\end{description}
-}}{%
-\begin{description}
-\item[A] $\sin(x)$
-\item[B] $\cos(x)$
-\item[\textcircled{C}] $\frac{\cos(x)x-\sin(x)}{x^2}$
-(quotient rule)
-\end{description}
-}