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Using the Chi-Square Distribution Table, find the values for $\chi_{\text{left}}^2$ and $\chi_{\text{Tight}}^2$ of the following.$\newline$$\newline$Espa\~{n}ol$\newline$$\newline$Part $1$ of $5$$\newline$$\newline$(a) When $\alpha=0.01$ and $n=24$,$\newline$$\newline$\begin{cases}\(\newline\gamma_{\text{eft}}^2=9.260,(\newline\)\chi_{\text{tight}}^2=44.181$\newline$\end{cases}\)$\newline$$\newline$Part: $\frac{1}{5}$$\newline$$\newline$Part $2$ of $5$$\newline$$\newline$(b) When $\alpha=0.05$ and $n=29$,$\newline$$\newline$\begin{cases}\(\newline\chi_{\text{eft}}^2=,(\newline\)\chi_{\text{Tight}}^2=$\newline$\end{cases}\)$\newline$$\newline$Try again$\newline$$\newline$Skip Part$\newline$$\newline$Recheck$\newline$$\newline$Save For Later$\newline$$\newline$Submit Assignment$\newline$$\newline$MacBook Air