Maple system of equations in matrix

Question

I have three matrices A, B and C. Set of equations like this:

$A\cdot B=C$

And I know what A and C are, but I'm looking for B.

Sorry for beginner question, but I'm trying to do this entire noon and don't have a clue. Just got maple license from uni today.

Thanks in advance.

Answer 1

If $A$ is invertible (I.E. $\det(A) \neq 0 $) you can find the inverse $A^{-1}$ such that $A^{-1}A = I$. Then you will have $B=A^{-1}C$

The commands in Maple are Det(A); and Inverse(A);