Countless Algebra 2 solving real world linear programming examples to solve maximizing/minimizing problems. Each problem is embedded inside a graphic organizer that aids students in developing the objective function and constraints. Students then graph the feasible region; the common solution area to a system of inequalities (constraints) in the first quadrant using the intercepts-method, and then solve the system of inequalities algebraically using either substitution or addition (a.k.a. linear combination) method. Finally, students plug in all the boundary points of the feasible region into the objective function to maximize or minimize for a linear programming real world problem.

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➤ Check out my PART 1 of the series - Foundation of Linear Programming

➤ Check out my BUNDLE - Linear Programming

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INCLUDED:

✫ Step-by-step answer keys with notes to EVERYTHING!

✫ Blank graphic organizer template

✫ Worksheet - 1 problem (can use as a quiz or warm up)

✫ 2 Packets - 5 problems total inside a graphic organizer

✫ Study Guide worksheet - 9 problems (can print out blank graphic organizer provided to students for them to work on)