Kendra sells cakes and pies every Tuesday at the local farmers market. Each cake requires 40 minutes of labor and ingredients costing $1.80 and can be sold for $6.00 profit. Each pie requires 50 minutes of labor and ingredients costing $1.20 and can be sold for$5.00. Kendra does not want to work more than 40 hours in one week making cakes and pies and she cannot spend more than $90 on ingredients per week. She wants to maximize her profit. Graph the region of possible solution.
Kendra sells cakes and pies every Tuesday at the local farmers market. Each cake requires 40 minutes of labor and ingredients costing $1.80 and can be sold for $6.00 profit. Each pie requires 50 minutes of labor and ingredients costing $1.20 and can be sold for$5.00. Kendra does not want to work more than 40 hours in one week making cakes and pies and she cannot spend more than $90 on ingredients per week. She wants to maximize her profit. Graph the region of possible solution.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Kendra sells cakes and pies every Tuesday at the local farmers market. Each cake requires 40 minutes of labor and ingredients costing $1.80 and can be sold for $6.00 profit. Each pie requires 50 minutes of labor and ingredients costing $1.20 and can be sold for$5.00. Kendra does not want to work more than 40 hours in one week making cakes and pies and she cannot spend more than $90 on ingredients per week. She wants to maximize her profit. Graph the region of possible solution.
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