What is the syntax for multiplying corresponding elements in two matrices with the same dimensions $($ A and $B)?$

$A^{**}B$

B$/$A

$B^{**}A$

A$.*$B

Question $4$

$5$ pts

What is syntax for element by element division of matrix $B$ by $A?$

B$./$A

B$/$A

$\frac{A}{B}$

$A^{**}B-1$

Question $5$

$5pts$

Given matrix A with dimensions $33($i$.$e$.,3$ rows by $3$ columns$)$ and matrix $B$ with dimensions $23($i$.$e$.,2$ rows by $3$ columns$),$ which operation is allowed? $q,$

$B^{**}A$