Question: (3) Every LP with two variables must fall into one of the following cases: Case 1: The LP has an unique solution Case 2: The

(3) Every LP with two variables must fall into

(3) Every LP with two variables must fall into one of the following cases: Case 1: The LP has an unique solution Case 2: The LP has multiple optimal solutions Case 3: The LP is Infeasible Case 4: The LP is unbounded Identify which of cases 1-4 apply to each of the following LPs. (a) max 11 +22 s.t. 21 +224 11-025 01 022 > 0 (6) max 4.r1 +22 s.t. 8.01 +2.02 0 (c) max -21 +3.02 s.t. -024 21 + 2x2 > 4 11 > 0x2 > 0

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