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# Answer to Question #3187 in Abstract Algebra for Friends

Question #3187
Linear Programming Project

Name of Company -
Assigned Variables -
Number of Each Product Produced -
Profit Earned with Each Product -
Total Profit Earned &ndash;

Note: Areas highlighted in blue should be replaced with information unique to your project/company.

System of Inequalities

Product Information Inequality
# of product #1 per day------------------------------------------------------------

# of product #2 per day------------------------------------------------------------
^
Profit per product #2---------- I ---------------------------

Profit per product #1 ---------- ---------------------------

Total profit earned =

Graph of the System of Inequalities

Points of Intersection Inequality

Point #1 ------------------------------------------------------------
Point #2 ------------------------------------------------------------
Point #3 ------------------------------------------------------------

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)
1
2011-06-20T06:27:58-0400
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