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Lineаr аlgebrа: Sоlving Ax=b Cоnsider the fоllowing system of linear equations, where b_1, b_2 and b_3 are real numbers. x -y +z = b1 x -2y -z = b22x -3y = b3 What is the condition of the existence of the solution for the above system of equations? Suppose the above linear system has solution, then write down all possible solutions in terms of linear combination of particular solution and special solution. For this particular solution vector (Xp), copy and edit the following 3x1 vector: For the special (null space) solution vector (Xn) copy and edit the following 3x1 vector: