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a10774c116 Add slide rule warm-up
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2025-02-13 15:34:15 -08:00

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@ -1,9 +1,5 @@
\section{Logarithms} \section{Logarithms}
\definition{}<logdef>
The \textit{logarithm} is the inverse of the exponent. That is, if $b^p = c$, then $\log_b{c} = p$. \\
In other words, $\log_b{c}$ asks the question ``what power do I need to raise $b$ to to get $c$?'' \\
\problem{} \problem{}
Evaluate the following by hand: Evaluate the following by hand:
@ -39,9 +35,9 @@ Prove the following:
\begin{instructornote} \begin{instructornote}
A good intro to the following sections is the linear slide rule: A good intro to the following sections is the linear slide rule:
\note{(note that these rules start at 0)} \note{Note that these rules start at 0.}
\begin{center} \begin{center}
\begin{tikzpicture}[scale=0.5] \begin{tikzpicture}[scale=0.6]
\linearscale{2}{1}{} \linearscale{2}{1}{}
\linearscale{0}{0}{} \linearscale{0}{0}{}
@ -57,7 +53,7 @@ Prove the following:
\linehack{} \linehack{}
After assembling the paper slide rule, you can make a visor with some transparent tape. After assembling the paper slide rule, you can make a visor with some transparent tape. Wrap a strip around the slide rule, sticky side out, and stick it to itself to form a ring. Cover the sticky side with another layer of tape, and trim the edges to make them straight. Use the edge of the visor to read your slide rule!
\end{instructornote} \end{instructornote}
\pagebreak \pagebreak