Samples of training data of two classes, c 1(m, n) and c...

Samples of training data of two classes, $c 1(m, n)$ and $c 2(m, n)$, are $$ \begin{aligned} & c 1(m, n)=\left[\begin{array}{l} 2.6140-0.5545 \\ 0.5164-1.0168 \\ 0.9973-1.4846 \\ 1.8727-0.5267 \\ 1.1421-0.6542 \\ 2.3328-0.3331 \\ 1.9811-0.2564 \\ 1.2766-0.1643 \end{array}\right] \\ & c 2(m, n)=\left[\begin{array}{rr} 0.3066 & 1.8237 \\ -0.6225 & -0.4234 \\ -0.0926 & 1.0912 \\ -0.3983 & 1.8489 \\ -2.8593 & -0.9255 \\ -1.5889 & 1.4916 \\ 0.7320 & 0.7428 \\ -1.0616 & -0.3287 \end{array}\right] \\ & \end{aligned} $$ Classify the test samples $t(m, n)$ using Bayes classification. $$ t(m, n)=\left[\begin{array}{rr} 1.5646 & -1.3982 \\ 0.2250 & -1.5204 \\ -1.8283 & -1.3793 \\ -2.0365 & 0.0497 \\ -2.6668 & 0.3246 \\ -0.3692 & 0.8388 \end{array}\right] $$ with $p\left(\omega_1\right)=0.4$ and $p\left(\omega_2\right)=0.6$.

Samples of training data of two classes, $c 1(m, n)$ and $c 2(m, n)$, are
$$
\begin{aligned}
& c 1(m, n)=\left[\begin{array}{l}
2.6140-0.5545 \\
0.5164-1.0168 \\
0.9973-1.4846 \\
1.8727-0.5267 \\
1.1421-0.6542 \\
2.3328-0.3331 \\
1.9811-0.2564 \\
1.2766-0.1643
\end{array}\right] \\
& c 2(m, n)=\left[\begin{array}{rr}
0.3066 & 1.8237 \\
-0.6225 & -0.4234 \\
-0.0926 & 1.0912 \\
-0.3983 & 1.8489 \\
-2.8593 & -0.9255 \\
-1.5889 & 1.4916 \\
0.7320 & 0.7428 \\
-1.0616 & -0.3287
\end{array}\right] \\
&
\end{aligned}
$$
Classify the test samples $t(m, n)$ using Bayes classification.
$$
t(m, n)=\left[\begin{array}{rr}
1.5646 & -1.3982 \\
0.2250 & -1.5204 \\
-1.8283 & -1.3793 \\
-2.0365 & 0.0497 \\
-2.6668 & 0.3246 \\
-0.3692 & 0.8388
\end{array}\right]
$$
with
$p\left(\omega_1\right)=0.4$ and $p\left(\omega_2\right)=0.6$.

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