diff --git a/Lab1.tex b/Lab1.tex
index 171e52b..10c7e5c 100644
--- a/Lab1.tex
+++ b/Lab1.tex
@@ -178,9 +178,43 @@ $(v_{\ref{type:squarewave}}(t))^{2}={V_{m}}^{2}$:
 We will reference these three derivations in our ``Experimental Results'' section below.
 
 \section{Numerical Modeling Results}
+
 \section{Experimental Results}
-\section{Data Comparison}
-\section{Conclusions}
+
+\begin{figure}[h]
+  \caption{Breadboard, with resistor $R$ connected to our DMM, scope and function generator}
+  \label{fig:breadboard}
+  \centering
+  \includegraphics[width=\textwidth]{lab1breadboard}
+\end{figure}
+
+The circuit we implemented can be seen in
+Figure~\ref{fig:breadboard}. This configuration connects one resistor
+leg with the signal lead of the oscilloscope, the positive lead each
+of the function generator and DMM; repeat the same with the other
+resistor leg, the ground lead of the scope, and the negative leads of
+each the DMM and function generator. In effect, all pieces of
+equipment are placed in parallel, consistent with any other procedure
+for measuring the facets of a signal's voltage.
+
+(Our circuit builder was Peyton; our checker was Will; I was grouped
+with these two as there were an odd number of students.)
+
+We used this configuration for the entire lab procedure, and adjusted
+both our function generator and oscilloscope through the variations of
+the three different signal types; in all three cases, we first used
+the oscilloscope to read the period and magnitude of the signal, and
+then used the DMM to measure the signal's RMS voltage.
+
+\subsection{Experiment ~\ref{type:ac} (sinusoidal AC)}
+
+Given a read period of $T$ seconds, we calculate the frequency as
+$\frac{1}{T}$ Hz. For the RMS voltage, we use the formula derived at
+Equation ~\ref{deriv:ac}:
+
+\begin{equation*}
+  V_{\ref{type:ac}RMS} = \frac{V_{m}}{\sqrt{2}}
+\end{equation*}
 
 \begin{longtable}[]{@{}lllllllll@{}}
 \toprule
@@ -188,12 +222,57 @@ We will reference these three derivations in our ``Experimental Results'' sectio
 \bottomrule
 \endlastfoot
 Set Mag. & Set Freq. & Read Mag. & Read Period & Calc. Freq. & Calc. RMS & Meas. RMS \\
-2V       & 100 Hz    & 2.10 V    & 9.994  ms   & XXXXXHz     & .....V    & 1.4236 V  \\
-2V       & 50 kHz    & 2.05 V    & 19.947 us   & a           & d         & 1.4112 V  \\
-5V       & 100 Hz    & 5.11 V    & 10.007 ms   & b           & e         & 3.5522 V  \\
-5V       & 50 kHz    & 5.11 V    & 20.005 us   & c           & f         & 3.5451 V  \\
+2V       & 100 Hz    & 2.10 V    & 9.994 ms    & 100.1 Hz    & 1.48 V    & 1.4236 V  \\
+2V       & 50 kHz    & 2.05 V    & 19.95 us    & 50.13 kHz   & 1.45 V    & 1.4112 V  \\
+5V       & 100 Hz    & 5.11 V    & 10.01 ms    & 99.90 Hz    & 3.61 V    & 3.5522 V  \\
+5V       & 50 kHz    & 5.11 V    & 20.01 us    & 49.98 kHz   & 3.61 V    & 3.5451 V  \\
 \end{longtable}
 
+\subsection{Experiment ~\ref{type:acoffset} (sinusoidal AC with DC offset)}
+
+Given a read period of $T$ seconds, we calculate the frequency as
+$\frac{1}{T}$ Hz. For this signal's RMS voltage, we use the formula derived at
+Equation ~\ref{deriv:acoffset}:
+
+\begin{equation*}
+  V_{\ref{type:acoffset}RMS} = \sqrt{\frac{V_{m}^{2}}{2} + V_{b}^{2}}
+\end{equation*}
+
+TODO NOTE ERROR could not check dc offset voltage bias
+
+\begin{longtable}[]{@{}lllllllll@{}}
+  \toprule
+  \endhead
+  \bottomrule
+  \endlastfoot
+  Set Mag. & Set Freq. & DC bias & Read Mag. & Read Period & Calc. Freq. & Calc. RMS & Meas. RMS \\
+  2V       & 100 Hz    & 2V      & 2.13 V    & 10.00 ms    & 100.0 Hz    & 2.50 V    & 2.44   V  \\
+  2V       & 100 Hz    & -5V     & 2.11 V    & 9.996 ms    & 100.0 Hz    & 5.22 V    & 5.19   V  \\
+  5V       & 100 Hz    & 2V      & 5.15 V    & 9.998 ms    & 100.0 Hz    & 4.15 V    & 4.05   V  \\
+  5V       & 100 Hz    & -5V     & 5.20 V    & 9.997 ms    & 100.0 Hz    & 6.21 V    & 6.16   V  \\
+\end{longtable}
+
+\subsection{Experiment ~\ref{type:squarewave} (square wave)}
+
+Given a read period of $T$ seconds, we calculate the frequency as
+$\frac{1}{T}$ Hz. As we saw when deriving Equation
+~\ref{deriv:squarewave}, this signal's RMS voltage is the same as its
+magnitude.
+
+\begin{longtable}[]{@{}lllllllll@{}}
+  \toprule
+  \endhead
+  \bottomrule
+  \endlastfoot
+  Set Mag. & Set Freq. & Duty & Read Mag. & Read Period & Calc. Freq. & Calc. RMS & Meas. RMS \\
+  2V       & 100 Hz    & 25\% & 2.11 V    & 10.00ms     & 100.0 Hz    & 2.11 V    & 2.02  V   \\
+  2V       & 100 Hz    & 50\% & 2.13 V    & 10.00ms     & 100.0 Hz    & 2.13 V    & 2.01  V   \\
+  5V       & 100 Hz    & 25\% & 5.20 V    & 9.998ms     & 100.0 Hz    & 5.20 V    & 5.04  V   \\
+  5V       & 100 Hz    & 50\% & 5.20 V    & 9.999ms     & 100.0 Hz    & 5.20 V    & 5.01  V   \\
+\end{longtable}
+
+\section{Data Comparison}
+\section{Conclusions}
 
 \nocite{*}
 \printbibliography
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