Use matrix inversion to solve the given system of linear equations. (You previously solved this system using row reduction.) -x 2 y-z=0 -x-y 2 z=0 2 x-z=6 (x, y, z)=(□)

SOLVED:a system of equations is given, together with the inverse of the coefficient matrix. Use the inverse of the coefficient matrix to solve the system of equations. 11 x+3 y =-4 7 x+2 y =5 𝐀^-1=[ 2 -3 -7 11 ]

SOLVED:Solving a Linear System as a Matrix Equation Solve the system of equations by converting to a matrix equation and using the inverse of the coefficient matrix, as in Example 6 . {2 x 4 y z =7 -x y-z =0 x 4 y =-2.