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\title{\sc MATH 296: Homework 1C}
\author{\sc Aniruddh Agarwal, Tony Bai, Swaraj Nayegandhi, Omer Siddiqui}
\date{}

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\begin{document}
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\begin{enumerate}
\item Is there an analogue of the IVT for integrals?\\
  \textit{This was based on Problem 114(f)}.
\item Can something be said about the commutativity of $S_n$ in general?\\
  \textit{This was based on Problem 115(a)}.
\item Can an abelian group have a non-abelian subgroup?\\
  \textit{This was based on Problem 115(a)}.
\item Is there a group homomorphism between $S_3$ and $\Z /6\Z$?\\
  \textit{This was based on Problem 115(a)}.
\item Can a countable set have uncountably many subgroups?\\
  \textit{This was based on Problem 115(b)}.
\item What's an example of a topological space that's not trivial and not Hausdorff?\\
  \textit{This was based on Problem 116(b)}.
\end{enumerate}
\end{document}