Question

no. of distinct matrices that can be using all the 143 distinct elements​

Answer 1

Given,

The number of distinct elements$\[ = 143\]$

Solution,

Evaluate the distinct elements.

$\[\begin{array}{l} = 1 \times 143\\ = 143 \times 1\\ = \frac{{11 \times 13}}{4}\\ = 11 \times 13\end{array}\]$

The total number of order that exist$\[ = 4\]$

The number of ways to arrange $\[143\]$elements$\[ = 143!\]$

Hence, the total number of matrix is$\[41431.\]$