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\begin{table}[htp]
\begin{left} \caption{\label{tab5} Parameter Estimates for the data of  the Wheaton River  }
\begin{tabular}{ c p{2.5cm} p{2.5cm} p{2.5cm} p{2.5cm}  p{2.5cm} p{2.5cm}}
\hline
   % after \\: \hline or \cline{col1-col2} \cline{col3-col4} ...
 {\small Distribution }& {\small{\small{\small BP}}} & {\small TPW} & {\small GED } & {\small P}& {\small WRD}\\
 \hline
{\small {\small Parameter  estimation}}     & $\hat{\alpha}=7.6954$ & $\hat{m}=0.8471$    & $\hat{\alpha}=1.1476$ & $\hat{k}=0.2438 $ & $\hat{c}=0.4505  $\\
                                            &  $\hat{\beta}=85.75$  &  $\hat{c}=11.20$    & $\hat{\lambda}=12.0082$ &  $\hat{\theta}=0.1 $ &$\hat{\gamma}=4999.999  $ \\
                                            &  $\hat{k}=0.0208  $   & $\hat{\gamma}=0.99$ &   $\hat{\theta}=0.1  $&   &$\hat{b}=0.1163  $\\
                                             &  $\hat{\theta}=0.1  $&                     &  &   &\\
 \hline
  K-S        & 1.2534 &  1.6734 &   0.1292 &  2.7029& 0.1052 \\
  K-S p-value&0.0864  & 0.0074  &   0.1803 &  $\le 0.000$&0.4028\\
\hline
\end{tabular}
\end{left}
\end{table}










\begin{table}[htp]
\begin{left} \caption{\label{tab5} Parameter Estimates for the Single Carbon Fibers }
\begin{tabular}{ c p{1.5cm} p{1.5cm} p{1.5cm} p{1.5cm} p{1.5cm} p{1.5cm} p{1.5cm}}
\hline
   % after \\: \hline or \cline{col1-col2} \cline{col3-col4} ...
 {\small Distribution }& {\small{\small{\small EGGa}}} & {\small EGu } & {\small LIIGu} & {\small Gumbel}& {\small GIWD}& {\small GED}& {\small WRD}\\
  \hline
{\small {\small Parameter  estimation}}     &{\small $\hat{\alpha}=0.0988$ } &  {\small $\hat{\alpha}=1$ }   &  $\hat{\alpha}=0.1474$&  $\hat{\alpha}=1$& $\hat{\alpha}=69.7752$  & $\hat{\alpha}=1.1476$ & $\hat{c}=0.4505$ \\

  & $\hat{\beta}=0.4789$  &  $\hat{\beta}=1.0312$& $\hat{\beta}=1$ & $\hat{\beta}=1$ & $\hat{\beta}=0.6520$  &  $\hat{\lambda}=12.0082$& $\hat{\gamma}=4999.999$ \\
  & $\hat{\mu}=2.6317$   &  $\hat{\mu}=0.5571$  & $\hat{\mu}=0.5571$ & $\hat{\mu}=6.9684$ & $\hat{\theta}=0.1250$ & $\hat{\mu}=-0.9$ &$\hat{b}=0.1163$ \\
                                            & $\hat{\sigma}=1.6639$& $\hat{\sigma}=8.1893$&  $\hat{\sigma}=1.7214$& $\hat{\sigma}=8.1893$  &  &  & \\




\hline
 AIC & 521.8& 544.9 &524.5& 542.9& 540.03 & 519.8 & 508.9\\
\hline
 BIC & 530.9 & 551.7 & 531.3 & 547.4& 546.8 & 526.6 & 515.8\\
\end{tabular}

\end{left}

\end{table}











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