v**o
发帖数: 84 | 1 这2个Quantitative问题
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Vincent cardoza is the owner and manager of a machine shop that does custom order work. This Wednesday afternoon, he has received calls from two customers who would like to place rush orders. One is a trailer hitch company that would like some custom-made heavy –duty tow bars. The other is a mini-car-carrier company that needs some customized stabilizer bars. Both customers would like as many as possible by the end of the week (two working days). Since both products would require the same two machines, Vincent needs to decide and inform the customers this afternoon about how many of each product he will agree to make over the next two days.
Each tow bar requires 3.2 hours on machine 1 and 2 hours on machine 2. Each stabilizer bar requires 2.4 hours on machine 1 and 3 hours on machine2. Machine 1 will be available for 16 hours over the next two days and machine 2 will be available for 15 hours. The profit for each tow bar produced would be $130 and the profit for each stabilizer bar produced would be $150
Vincent now wants to determine the mix of these prodcution quantities that will maximize the total profit
A: formulate an intger programming model in algebraic form for this problem.
B: Formulate and solve the model on a spreadsheet | v**o
发帖数: 84 | 2
custom order work. This Wednesday afternoon, he has received calls from two
customers who would like to place rush orders. One is a trailer hitch
company that would like some custom-made heavy –duty tow bars. The other is
a mini-car-carrier company that needs some customized stabilizer bars. Both
customers would like as many as possible by the end of the week (two
working days). Since both products would require the same two : machines,
Vincent needs to decide and inform the customers this afternoon about how
many of each product he will agree to make over the next two days.
Each stabilizer bar requires 2.4 hours on machine 1 and 3 hours on machine2.
Machine 1 will be available for 16 hours over the next two days and machine
2 will be available for 15 hours. The profit for each tow bar produced
would be $130 and the profit for each stabilizer bar produced would be $150
will maximize the total profit
problem.
【在 v**o 的大作中提到】
: 这2个Quantitative问题
: 10刀/each paypal 支付
: Thanks
: 站内给我你的邮箱
: Vincent cardoza is the owner and manager of a machine shop that does custom order work. This Wednesday afternoon, he has received calls from two customers who would like to place rush orders. One is a trailer hitch company that would like some custom-made heavy –duty tow bars. The other is a mini-car-carrier company that needs some customized stabilizer bars. Both customers would like as many as possible by the end of the week (two working days). Since both products would require the same two machines, Vincent needs to decide and inform the customers this afternoon about how many of each product he will agree to make over the next two days.
: Each tow bar requires 3.2 hours on machine 1 and 2 hours on machine 2. Each stabilizer bar requires 2.4 hours on machine 1 and 3 hours on machine2. Machine 1 will be available for 16 hours over the next two days and machine 2 will be available for 15 hours. The profit for each tow bar produced would be $130 and the profit for each stabilizer bar produced would be $150
: Vincent now wants to determine the mix of these prodcution quantities that will maximize the total profit
: A: formulate an intger programming model in algebraic form for this problem.
: B: Formulate and solve the model on a spreadsheet
| k*******a
发帖数: 772 | 3 Machine 1: produce 6 stabilized bars=>gain 900
Machine 2: produce 6 tow bars 1 stabilized bar=>gain 930
Total gain: 1830
custom order work. This Wednesday afternoon, he has received calls from two
customers who would like to place rush orders. One is a trailer hitch
company that would like some custom-made heavy –duty tow bars. The other is
a mini-car-carrier company that needs some customized stabilizer bars. Both
customers would like as many as possible by the end of the week (two
working days). Since both products would require the same two : machines,
Vincent needs to decide and inform the customers this afternoon about how
many of each product he will agree to make over the next two days.
Each stabilizer bar requires 2.4 hours on machine 1 and 3 hours on machine2.
Machine 1 will be available for 16 hours over the next two days and machine
2 will be available for 15 hours. The profit for each tow bar produced
would be $130 and the profit for each stabilizer bar produced would be $150
will maximize the total profit
problem.
【在 v**o 的大作中提到】
: 这2个Quantitative问题
: 10刀/each paypal 支付
: Thanks
: 站内给我你的邮箱
: Vincent cardoza is the owner and manager of a machine shop that does custom order work. This Wednesday afternoon, he has received calls from two customers who would like to place rush orders. One is a trailer hitch company that would like some custom-made heavy –duty tow bars. The other is a mini-car-carrier company that needs some customized stabilizer bars. Both customers would like as many as possible by the end of the week (two working days). Since both products would require the same two machines, Vincent needs to decide and inform the customers this afternoon about how many of each product he will agree to make over the next two days.
: Each tow bar requires 3.2 hours on machine 1 and 2 hours on machine 2. Each stabilizer bar requires 2.4 hours on machine 1 and 3 hours on machine2. Machine 1 will be available for 16 hours over the next two days and machine 2 will be available for 15 hours. The profit for each tow bar produced would be $130 and the profit for each stabilizer bar produced would be $150
: Vincent now wants to determine the mix of these prodcution quantities that will maximize the total profit
: A: formulate an intger programming model in algebraic form for this problem.
: B: Formulate and solve the model on a spreadsheet
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