a$)$ Find the solution of the linear system of equations or show that there is no unique solution. Solve

by hand $($using substitution or elimination, or Gaussian elimination$).$

$2x+y+4z=2$

$x+5z+2=y$

$x+2y=z+4$

b$)$ Organize the equations and write the system in matrix form $Ax=B.$ Then use Python to compute

the determinant of $A.$ If the determinant is zero, report that there is no solution. If

possible, solve for the unknowns $x,y,$ and $z$ and report the values in your PDF$.$ Add your Python

code

c$)$ Compare your answers from parts a$)$ and b$).$ please make a python code that will solve this