please draw out the graph

max 23X1 + 4x2 + 3x3 s.t. 2X1 + 5x + 3x3 500 2x1 + xy + 2xy = 400 X1 3x2 3x3 300 X1 X3, Xy The following Simplex tableau corresponds to a basic feasible solution to the LP problem above Row 51 52 33 0 1 0 0 0 -10 22 18 1 0 1 O 0 -0.6 12 02 2 0 0 1 06 0.2 0 1 0 OB -06 -0.4 This 020 120 20 40 BV 2 1 3 $1 = According to this Simplex Tableau, this basic feasible solution is X1 x2 = X3 v. s2 = 0 and $3 = and the objective function value is V. To move to a better adjacent basic feasible solution, variable is the entering variable (1.e., entering the basis), and variable is the leaving variable (i.e., leaving from the basis). The Simplex tableau for the better adjacent basic feasible solution is: Row 2 X1 *2 X3 51 52 $3 this BV 1 v v 7 1 v v 2 0 X3 -3 51 v v