I would like help in solving this linear programming problem. Thank you!(1). Consider the following contraints: x1+ x2 =0 x2>=0 For parts (a) and (b)

I would like help in solving this linear programming problem. Thank you!(1). Consider the following contraints: x1+ x2<=9 x2<=3 x1 x2>=0 x1>=0 x2>=0 For parts (a) and (b) state whether the point given is: (i) a basic feasible solution that is not degenerate (ii) a basic feasible solution that is degenerate (iii) a basic solution that is not feasible (iv) a feasible solution that is not basic (v) other Make sure to include a brief explanation for each part. (a). The point x1=4.5, x2=4.5 is (b). The point x1=9, x2=0 is (c). Give an example of a feasible solution that is not basic (iv). (d). Is there a point that is a degenerate BFS? If so state one. If not, explain briefly why not.