尋找英文高手幫我看看

Question

consists of five production centers: stamping, drilling, assembly, finishing

(painting and printing), and packaging. For a given month, he must decide

How much of each product to manufacture, and to aid in this decision, he has

assembled the data shown in Tables 3-1 and 3-2. Furthermore, he knows that

only 2000 square feet of the type of sheet metal used for products 2 and 4 will

be available during the month. Product 2 requires 2.0 square feet per unit and

product 4 uses 1.2 square feet per unit.

Formulating this as a linear programming model, we let Xi be the number of

units of product I produced in the month and Z be the total contribution to

profit and overhead. The problem is to choose nonnegative X1, X2, X3, and

X4 to maximize

我用翻譯軟體看 完全不知道他在說啥~~所以可以請 英文能力強的高手們幫幫忙了...PS.我不要翻譯軟體的 謝謝

Answer 1

Favorite Answer

consists of five production centers: stamping, drilling, assembly, finishing

(painting and printing), and packaging. For a given month, he must decide

How much of each product to manufacture, and to aid in this decision, he has

assembled the data shown in Tables 3-1 and 3-2. Furthermore, he knows that

only 2000 square feet of the type of sheet metal used for products 2 and 4 will

be available during the month. Product 2 requires 2.0 square feet per unit and

product 4 uses 1.2 square feet per unit.

包含五個生產中心: 標記(stamping), 鑽孔(drilling),組裝(assembly), 精加工

(塗漆跟印刷)以及包裝. 在固定的月份, 他必須決定每一種產品的製造

數量, 為了協助這個決定, 他把資料聚集如表3-1及表3-2所示.,更進一

步的,他知道本月份用來製造產品2及產品4這種型式的條狀金屬僅有2000平方英呎的是可以取得的, 產品2每單位需要2平方英呎,產品4則每單位使用1.2 平方英呎.

Formulating this as a linear programming model, we let Xi be the number of

units of product I produced in the month and Z be the total contribution to

profit and overhead. The problem is to choose nonnegative X1, X2, X3, and

X4 to maximize

用一個線性回規模型公式化，我們讓Xi是產品i這個產品在這個月的

生產單數量, 並且Z是來自於利潤和一般管理費用的總貢獻.. 這個問

題是選擇非負數的X1, X2, X3, and X4到最大

(finishing精加工, painting塗漆,printing印刷)

overhead企業一般管理費用