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QUESTION 3 The AD Company has a contract to produce 12,000 Bikes for a customer AD has four different processes that can assemble the Bike.

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QUESTION 3 The AD Company has a contract to produce 12,000 Bikes for a customer AD has four different processes that can assemble the Bike. The company would like to decide how many bikes to assemble at each process. Processes specifications are as follows Process Foxted cost to setup the process Variable cost per Bike Process Capacity $750 $1.25 6000 $500 $1.50 7500 $1000 $1.00 4000 $300 $2.00 5000 a- Formulate the integer programming problem (show full details) 3 points b- Write a constraint to ensure that if machine 4 is used, then machine 1 will not be used 1 point C. Write a constraint to ensure that if machine 2 is used, then machine 3 must be used 1 pointQUESTION 3 The AD Company has a contract to produce 12,000 Bikes for a customer AD has four different processes that can assemble the Bike. The company would like to decide how many bikes to assemble at each process. Processes specifications are as follows Process Foxted cost to setup the process Variable cost per Bike Process Capacity $750 $1.25 6000 $500 $1.50 7500 $1000 $1.00 4000 $300 $2.00 5000 a- Formulate the integer programming problem (show full details) 3 points b- Write a constraint to ensure that if machine 4 is used, then machine 1 will not be used 1 point C. Write a constraint to ensure that if machine 2 is used, then machine 3 must be used 1 pointQUESTION 3 The AD Company has a contract to produce 12,000 Bikes for a customer AD has four different processes that can assemble the Bike. The company would like to decide how many bikes to assemble at each process. Processes specifications are as follows Process Foxted cost to setup the process Variable cost per Bike Process Capacity $750 $1.25 6000 $500 $1.50 7500 $1000 $1.00 4000 $300 $2.00 5000 a- Formulate the integer programming problem (show full details) 3 points b- Write a constraint to ensure that if machine 4 is used, then machine 1 will not be used 1 point C. Write a constraint to ensure that if machine 2 is used, then machine 3 must be used 1 point

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