deletions | additions       diff --git a/Tables_ref_table_True_Bandwidth1_and__1.tex b/Tables_ref_table_True_Bandwidth1_and__1.tex  index 76ecf43..4e75275 100644  --- a/Tables_ref_table_True_Bandwidth1_and__1.tex  +++ b/Tables_ref_table_True_Bandwidth1_and__1.tex 
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Tables \ref{table:True_Bandwidth1} and \ref{table:True_Bandwidth2} (in the appendix) show the true bandwidth values from the Noise Fundamentals box and Q. By using Equation \ref{eq:ENBW}, we found the Equivolent Noise Bandwith or $\Delta f$. After plotting $V^2/4TR$ versus Bandwidth ($\Delta f$) for both $10K \Omega$ and $1K \Omega$, we were able to find the slopes ($k_B$ shown in Figure \ref{fig:JohnsonGraph}. \ref{fig:JohnsonGraph}).  Both $k_B$ values were obtained from the slope of Figure \ref{fig:JohnsonGraph} and are shown in Table \ref{table:Final_Johson}.