3 Consider the following simple linear program: Minimize Subject to 33. + 17:29 + 56:03 + 474, + 2125 + 11x6 521 + 522 + 10.03 + 1134 + 4215 + 226 80 521 + 3.2 + 4.03 + 2 + 3.25 + 1x6 = 50 1,...,060 Suppose that us and to are currently the basic variables. a: What is the current basic solutions (os.o)? What objective value does it give? b: What is the value of (TI, 79)? c: What are the reduced costs of the nonbusie variables d: Which variables are candidates to enter the basis e: If any is chosen to enter the basis, which basic variable should leave f: What is the new basic solution, and what objective vahe does it giver Now let and be the basic variables in the linear program abow g: What are the reduced costs of the nonbasie variables How can you tell that this is an optimal basis! h: What is the optimal basic solution, and what objective value os sive