-5 4] - y + -3e- = -8 3 -2e- A. Write a fundamental matrix for the associated homogeneous system %3D B. Compute the inverse y-1 = C. Multiply by g and integrate dt = +c2 (Do not include c1 and c2 in your answers). D. Give the solution to the system C1+ C2 y =

Please help with #10

Solve the given linear system by any method. (2x - y - 3z = 0), (x + 2y - 3z = 0), (x + y + 4z = 0). **I used Row-Echelon form and got the answer "The homogeneous linear system has a trivial solution of x = y = z = 0." Is this correct?

Hello, I am not confident in this Linear Algebra question:   Suppose that a nonhomogeneous system with 10 linear equations in 8 unknowns has a solution with 2 free variables. Is it possible to change some constants on the equations’ right hand side to make the new system inconsistent? Explain in detail.   Help would be greatly appreciated