Question: What is the objective function? Minimizing the production cost = $11 + $11 + $12 + $9 + $9 + $10 + $0.30 + $0.30

What is the objective function? Minimizing the production cost = $11 + $11 + $12 + $9 + $9 + $10 + $0.30 + $0.30 + $0.30 + $0.25 + $0.25 + $0.25 Maximizing the production cost = $11PA1 + $11PA2 + $12PA3 + $9PB1 + $9PB2 + $10PB3 + $0.30IA1 + $0.30IA2 + $0.30IA3 + $0.25IB1 + $0.25IB2 + $0.25IB3 Minimizing the production cost = $11PA1 + $11PA2 + $12PA3 + $9PB1 + $9PB2 + $10PB3 + $0.30IA1 + $0.30IA2 + $0.30IA3 + $0.25IB1 + $0.25IB2 + $0.25IB3 Minimizing the production cost = $PA1 + $PA2 + $PA3 + $PB1 + $PB2 + $PB3 + $IA1 + $IA2 + $IA3 + $IB1 + $IB2 + $IB3

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