Assume $A$ be matrix of order $m×n$. Can we write the $A$ as product of two other matrices say, $P$ $(m×l)$ and $B$ $(l×n)$.
That is
$$A=PB$$ Is this possible for every matrices?
Assume $A$ be matrix of order $m×n$. Can we write the $A$ as product of two other matrices say, $P$ $(m×l)$ and $B$ $(l×n)$.
That is
$$A=PB$$ Is this possible for every matrices?
Copyright © 2021 JogjaFile Inc.