MatLAB question. All parts and MatLAB commands are needed. Will give thumbs up for correct answers.

Problem 2: Solving Systems of Linear Equations using Matrices Write each of the following systems of equations in matrix form: Ax b. Then determine whether or not each of the following systems of linear equations has a un is a unique solution, find it. Include all MATLAB commands. ique solution. If there r+2s+3t=1 -2t + 6s + 2t =-1 10s + 8t 3 (a) What is the Matrix Equation? Write it out in the form Ax b. What is the determinant of the matrix? If there is a unique solution, then solve for r, s, and t. q-r+2s + 3t = 1 -2q + 4r + 6s + 2t =-1 7q 3r +4s +4t 2 3q-5s +10t 2 (b)