Rank
The rank of a matrix $A$, denoted by $Rank(A)$, is the Dimension of the Column Space of $A$.
If $A$ is a matrix of size $m \times n$, then $Rank(A) + dim(Nul(A)) = n$
Search
The rank of a matrix $A$, denoted by $Rank(A)$, is the Dimension of the Column Space of $A$.
If $A$ is a matrix of size $m \times n$, then $Rank(A) + dim(Nul(A)) = n$