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3 cards from this section. Quick, good the night before a test.
Define linear programming.
Think about maximizing or minimizing outcomes.
What is a feasible region?
It represents all possible solutions.
What does linear programming primarily focus on?
Consider the goals of any optimization problem.
True or False: The dual problem can help confirm the optimality of the primal problem.
Think about how duals relate to their primals.
Given a new set of constraints involving four products in a bakery context, formulate the dual problem from the given primal problem.
Think carefully about how each constraint connects to profit margins.
Prove the optimality of a solution in the context of dual programming by providing an example with specific constraints.
Consider how dual constraints can generate profit expectations.
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