General solution to linear set of equations Write a function GetSolution to calculate the general solution Ax-b for a linear set of equations from a coeficient matrix A and a coefficient vector b. If the linear system does not have solution, a logical flag isConsistent should be set to true, and the solution vectors should be empty, else the logical flag isConsistent should be false. If a solution exists, the function GetSolution should calculate a particular solution vector by using the intrinsic function rref that implements the Gauss-Jordan algorithm and a homogeneous solution with the intrinsic function null to obtain a rational basis for the null space. For example >format rat >> [xp,xh, isInconsistent]GeneralSolver(A, b) xp 7/3 26/3 1/3 3x0 empty double matrix isInconsistent logical and >>[xp,xh, isInconsistent] GeneralSolver (A,b) 4 xh - isInconsistent logical and >A [1,1,0,0;0,1,1,0;0,0,1,1;1,0,0,11; b-[1000;1000;700;7001 >xp,xh, isInconsistent] GeneralSolver (A, b) xp 700 300 700 1 isinconsistent = logical and A2 -1; 1 10; 1 2] ;bones (3,1); >> [xp,xh, isinconsistent] = GeneralSolve r ( A, b) xp = Il [l isInconsistent logical