How do you solve a system using matrices?
matrix form of the system AX = B –> A is the coefficient matrix, X is the variables matrix, and B is the constant matrix. If you put B onto another column of A and then convert to reduced row echelon form, you get the solutions on the right side.
If you have two matrices of the same size and there are variables in there, how do you solve for them?
Set the corresponding entries equal.
What is the determinant of a 2x2 square matrix?
ad-bc
When can you not create an inverse of a square matrix?
When the determinant is = to 0