PLEASE PROVIDE ME WITH THE MATLAB CODE, AND THE 2 REAL SOLUTIONS FOR THIS PROBLEM.

Problem 5: Let z = Az be a homogeneous linear system of equations. Let be a complex eigenvalue of A with eigenvector v. This yields 2 real solutions of the system: It's very cumbersome to compute these real solutions algebraically by hand. But it's very easy to use the MATLAB functions real and imag to compute the real and imaginary parts from the complex values. Problem 5: Let z = Az be a homogeneous linear system of equations. Let be a complex eigenvalue of A with eigenvector v. This yields 2 real solutions of the system: It's very cumbersome to compute these real solutions algebraically by hand. But it's very easy to use the MATLAB functions real and imag to compute the real and imaginary parts from the complex values