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2 cards from this section. Quick, good the night before a test.
Define linear programming in your own words.
Think about optimization in business or resource allocation.
What are the users in our bandwidth problem?
Recall the three users we discussed.
What is the primary goal of linear programming?
Think about why we set up these problems.
True or False: Each variable in our linear programming must be a negative number.
Consider the context of physical quantities like bandwidth.
If the total capacity from user A to user B is 12 Mbps, write the corresponding constraint for x_A_B and y_A_B given that the minimum requirement is 2 Mbps.
Combine the minimum overflow and maximum capacity into one equation.
Evaluate how to adjust the objective function if the revenue rates change to 500 for A-C instead of 400.
Think about how changes in revenue rates impact our maximization goal.
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