Linear Programming Project Algebra 2 Student NameStudent Partner Name (if project is done collaboratively) Project Option #1 or #2 Name of Company Type of Business Two Products Made Assigned Variables x will represent:y will represent: Cost of Each Product Total Production Costs My company cannot exceed production costs of Product InformationProduct Information Inequality # of product #1 per day# of product #1 per day # of product #2 per day# of product #2 per day Cost per product #1 Cost per product #2 Total Production CostsTotal Production Costs Graph of the System of Inequalities Please include your graph here. Maximized Profit Combination Profit from Each Product Expression for Total Profit Points of Intersection Amount of Profit If # of product #1 and # of product #2 are made, Company Z will earn $ that day. If # of product #1 and # of product #2 are made, Company Z will earn $ that day. If # of product #1 and # of product #2 are made, Company Z will earn $ that day. Maximized Profit Combination# of product #1 and # of product #2 should be made for Company Z to earn the most amount of money each day. Company Commercial (for project option #2 only) Close this window
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