Added subsections when they appear, added all of the appendices, and finished the packet

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2024-02-22 13:45:47 -07:00
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By the \textbf{angle} between two vectors in $\R^2$, we mean the angle with measure $\theta$ ($0 \leq \theta < \pi$) that is formed by the vectors having the same magnitude and direction as the given vectors by emanating from the origin.
\end{definition}
\subsection*{The Area of a Parallelogram}
\addcontentsline{toc}{subsection}{The Area of a Parallelogram}
\begin{definition}
\hfill\\
If $\beta = \{u,v\}$ is an ordered basis for $\R^2$, we define the \textbf{orientation} of $\beta$ to be the real number