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A manufacturer produces pants and sports jackets. For materials, the manufacturer has 750m 2 of cotton textile and 1000m 2 of polyester. Every pair of
A manufacturer produces pants and sports jackets. For materials, the manufacturer has 750m2 of cotton textile and 1000m2 of polyester. Every pair of mants needs 1m2 of cotton and 2m2 of polyester. Every jacket needs 1.5m2 of cotton and 1m2 of polyester.
The price of pants is fixed at $50 and the jackets $40. What is the number of pants and jackets that the manufacturer must sell in order to obtain a maximum profit?
Solve by graphing using inequalities.
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