AREVA
Max profit per machine would be 1200 with 0 as x and 4 as y, however in order to produce some of both types, this would need to be changed to 1 as x, and 3 as y, so the maximum profit per machine would be 975
Constrains
x = boot cleats
y = regular cleats
y>0 // Minimum must be more than 0
x>0 // Minimum must be more than 0
1x+1.5y<6 // Total painting time must be less than 6 hours
6x+4y<18 // Total production time must be less than 18 hours
x+y<6 // Total of cleats must be less than 6
Production
One production machine can work for a maximum of 18 hours per day. It takes 6 hours to produce one pair of boot cleats, and 4 for one pair of the regular.
One coloring machine can work for a maximum of 6 hours per day. It takes 1 hour to color the boot cleats, and 1.5 hours to color the regulars.
In one day, one machine is capable of producing a maximum of 6 cleats in total.
Note: there are 600 machines of each
Our
Products
Boot Cleats
Boot Cleats: $300
Regular Cleats: $75
Regular Cleats
A revolutionary company, created to help you win every soccer match
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Results
P=75x+300y
(0,0) = 0
(.6,3.6) = 1125
(0,4) = 1200
(3,0) = 225
(1,3) = 975