Oblicz liczbe
: 12 sty 2017, 12:55
\(\underset{i=1,2,..,m}{\max} \sum_{j=1}^{n}| \ a_{ij}| \)
\begin{bmatrix}
2&3&4\\
5&6&2\\
3&4&5\\
6&10&11\\
\end{bmatrix}
\(\ a_{11}=2 \) \(\ a_{12}=3 \) \(\ a_{13}=4 \)
\(\ a_{21}=5 \) \(\ a_{22}=6 \) \(\ a_{23}=2 \)
\(\ a_{31}=3 \) \(\ a_{32}=4 \) \(\ a_{33}=5 \)
\(\ a_{41}=6 \) \(\ a_{42}=10\) \(\ a_{43}=11\)
m=3
n=4
\begin{bmatrix}
2&3&4\\
5&6&2\\
3&4&5\\
6&10&11\\
\end{bmatrix}
\(\ a_{11}=2 \) \(\ a_{12}=3 \) \(\ a_{13}=4 \)
\(\ a_{21}=5 \) \(\ a_{22}=6 \) \(\ a_{23}=2 \)
\(\ a_{31}=3 \) \(\ a_{32}=4 \) \(\ a_{33}=5 \)
\(\ a_{41}=6 \) \(\ a_{42}=10\) \(\ a_{43}=11\)
m=3
n=4