I'm trying to align this landscape table to the bottom left of the page - like you would see with a landscape table in a book. I can't get anything to work - I've tried different values for table - [b] etc, and tried using vspace, etc. I have to do it using pdflscape
Any suggestions would be greatly appreciated!
\documentclass{article}
\usepackage{pdflscape}
\usepackage{amsmath}
\begin{document}
\begin{landscape}
\begin{table}
\renewcommand{\arraystretch}{1.1}
\begin{flushleft}
\caption{Sample Model with Filler Text \label{tab:sample-full}}
\begin{tabular}{l c c c c c}
\hline
& Var1 & Var2 & Var3 & Var4 & Var5 \\
\hline
Category A & $0.10 \; (0.03)^{**}$ & $0.02 \; (0.05)$ & $0.06 \; (0.05)$ & $0.16 \; (0.04)^{***}$ & $0.08 \; (0.04)^{*}$ \\
Category B & $-0.45 \; (0.09)^{***}$ & $-0.41 \; (0.15)^{**}$ & $0.02 \; (0.15)$ & $-0.04 \; (0.11)$ & $-0.08 \; (0.10)$ \\
Category C & $-0.17 \; (0.05)^{**}$ & $-0.09 \; (0.08)$ & $-0.03 \; (0.08)$ & $-0.15 \; (0.06)^{*}$ & $0.12 \; (0.06)^{*}$ \\
Category D & $-0.04 \; (0.04)$ & $-0.02 \; (0.06)$ & $-0.07 \; (0.06)$ & $-0.06 \; (0.04)$ & $0.01 \; (0.04)$ \\
Category E & $-0.02 \; (0.03)$ & $0.05 \; (0.05)$ & $-0.03 \; (0.05)$ & $0.13 \; (0.04)^{***}$ & $-0.01 \; (0.04)$ \\
Category F & $-0.02 \; (0.08)$ & $0.13 \; (0.13)$ & $-0.19 \; (0.13)$ & $-0.04 \; (0.10)$ & $-0.05 \; (0.09)$ \\
Category G & $0.08 \; (0.08)$ & $0.23 \; (0.14)$ & $-0.40 \; (0.14)^{**}$ & $-0.18 \; (0.10)$ & $-0.09 \; (0.09)$ \\
Category H & $-0.04 \; (0.04)$ & $0.01 \; (0.06)$ & $0.01 \; (0.06)$ & $-0.05 \; (0.04)$ & $0.07 \; (0.04)$ \\
Variable X & $0.04 \; (0.02)$ & $-0.01 \; (0.03)$ & $0.13 \; (0.03)^{***}$ & $0.05 \; (0.02)^{*}$ & $0.01 \; (0.02)$ \\
Variable Y & $0.18 \; (0.02)^{***}$ & $0.11 \; (0.04)^{**}$ & $-0.22 \; (0.04)^{***}$ & $-0.11 \; (0.03)^{***}$ & $0.03 \; (0.03)$ \\
Variable Z & $-0.02 \; (0.04)$ & $0.00 \; (0.06)$ & $0.05 \; (0.06)$ & $0.00 \; (0.05)$ & $0.04 \; (0.05)$ \\
(Intercept) & $2.43 \; (0.16)^{***}$ & $3.40 \; (0.25)^{***}$ & $1.96 \; (0.25)^{***}$ & $2.79 \; (0.18)^{***}$ & $1.90 \; (0.18)^{***}$ \\
\hline
Log Likelihood & $-2388.17$ & $-3167.45$ & $-3198.72$ & $-2692.68$ & $-2600.56$ \\
N (Individuals) & $2143$ & $2070$ & $2070$ & $2143$ & $2143$ \\
N (Groups) & $1848$ & $1785$ & $1784$ & $1848$ & $1848$ \\
\hline
\multicolumn{6}{l}{Standard errors in parentheses.} \\
\multicolumn{6}{l}{\emph{{***}p < 0.001; {**}p < 0.01; {*}p < 0.05}}
\end{tabular}
\end{flushleft}
\end{table}
\end{landscape}
\end{document}
\documentclass{article}
\usepackage{pdflscape}
\usepackage{amsmath}
\begin{document}
\begin{landscape}
\mbox{}\vfill
\begin{table}[htbp]
\renewcommand{\arraystretch}{1.1}
\caption{Sample Model with Filler Text \label{tab:sample-full}}
\begin{tabular}{l c c c c c}
\hline
& Var1 & Var2 & Var3 & Var4 & Var5 \\
\hline
Category A & $0.10 \; (0.03)^{**}$ & $0.02 \; (0.05)$ & $0.06 \; (0.05)$ & $0.16 \; (0.04)^{***}$ & $0.08 \; (0.04)^{*}$ \\
Category B & $-0.45 \; (0.09)^{***}$ & $-0.41 \; (0.15)^{**}$ & $0.02 \; (0.15)$ & $-0.04 \; (0.11)$ & $-0.08 \; (0.10)$ \\
Category C & $-0.17 \; (0.05)^{**}$ & $-0.09 \; (0.08)$ & $-0.03 \; (0.08)$ & $-0.15 \; (0.06)^{*}$ & $0.12 \; (0.06)^{*}$ \\
Category D & $-0.04 \; (0.04)$ & $-0.02 \; (0.06)$ & $-0.07 \; (0.06)$ & $-0.06 \; (0.04)$ & $0.01 \; (0.04)$ \\
Category E & $-0.02 \; (0.03)$ & $0.05 \; (0.05)$ & $-0.03 \; (0.05)$ & $0.13 \; (0.04)^{***}$ & $-0.01 \; (0.04)$ \\
Category F & $-0.02 \; (0.08)$ & $0.13 \; (0.13)$ & $-0.19 \; (0.13)$ & $-0.04 \; (0.10)$ & $-0.05 \; (0.09)$ \\
Category G & $0.08 \; (0.08)$ & $0.23 \; (0.14)$ & $-0.40 \; (0.14)^{**}$ & $-0.18 \; (0.10)$ & $-0.09 \; (0.09)$ \\
Category H & $-0.04 \; (0.04)$ & $0.01 \; (0.06)$ & $0.01 \; (0.06)$ & $-0.05 \; (0.04)$ & $0.07 \; (0.04)$ \\
Variable X & $0.04 \; (0.02)$ & $-0.01 \; (0.03)$ & $0.13 \; (0.03)^{***}$ & $0.05 \; (0.02)^{*}$ & $0.01 \; (0.02)$ \\
Variable Y & $0.18 \; (0.02)^{***}$ & $0.11 \; (0.04)^{**}$ & $-0.22 \; (0.04)^{***}$ & $-0.11 \; (0.03)^{***}$ & $0.03 \; (0.03)$ \\
Variable Z & $-0.02 \; (0.04)$ & $0.00 \; (0.06)$ & $0.05 \; (0.06)$ & $0.00 \; (0.05)$ & $0.04 \; (0.05)$ \\
(Intercept) & $2.43 \; (0.16)^{***}$ & $3.40 \; (0.25)^{***}$ & $1.96 \; (0.25)^{***}$ & $2.79 \; (0.18)^{***}$ & $1.90 \; (0.18)^{***}$ \\
\hline
Log Likelihood & $-2388.17$ & $-3167.45$ & $-3198.72$ & $-2692.68$ & $-2600.56$ \\
N (Individuals) & $2143$ & $2070$ & $2070$ & $2143$ & $2143$ \\
N (Groups) & $1848$ & $1785$ & $1784$ & $1848$ & $1848$ \\
\hline
\multicolumn{6}{l}{Standard errors in parentheses.} \\
\multicolumn{6}{l}{\emph{{***}p < 0.001; {**}p < 0.01; {*}p < 0.05}}
\end{tabular}
\end{table}
\end{landscape}
\end{document}