2017년 3월 9일 목요일

Operations Research Wayne L. Winston Introduction to Mathematical Programming : Applications and Alg - 다음서식

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설명 : Operations Research Wayne L. Winston

Introduction to Mathematical Programming : Applications and Algorithms

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Operations Research Wayne L. Winston

Introduction to Linear Programming 연습문제 엑셀풀이

Introduction to Mathematical Programming : Applications and Algorithms

12. For a telephone survey, a marketing research group

needs to contact at least 150 wives, 120 husbands, 100

single adult males, and 110 single adult females. It costs $2

to make a daytime call and (because of higher labor costs)

$5 to make an evening call. Table 52 lists the results. Because

of limited staff, at most half of all phone calls can be evening

calls. Formulate an LP to minimize the cost of completing

the survey.

27. Grummins Engine produces diesel trucks. New

government emission standards have dictated that the

average pollution emissions of all trucks produced in the

next three years cannot exceed 10 grams per truck.

Grummins produces two types of trucks. Each type 1 truck

sells for $20,000, costs $15,000 to manufacture, and emits

15 grams of pollution. Each type 2 truck sells for $17,000,

costs $14,000 to manufacture, and emits 5 grams of

pollution. Production capacity limits total truck production

during each year to at most 320 trucks. Grummins knows

that the maximum number of each truck type that can

be sold during each of the next three years is given in

Table 62.

Thus, at most, 300 type 1 trucks can be sold during

year 3. Demand may be met from previous production or

the current year's production. It costs $2,000 to hold 1

truck (of any type) in inventory for one year. Formulate an

LP to help Grummins maximize its profit during the next

three years.

29. Juiceco manufactures two products: premium orange

juice and regular orange juice. Both products are made by

combining two types of oranges: grade 6 and grade 3. The

oranges in premium juice must have an average grade of at

least 5, those in regular juice, at least 4. During each of the

next two months Juiceco can sell up to 1,000 gallons of

premium juice and up to 2,000 gallons of regular juice.

Premium juice sells for $1.00 per gallon, while regular juice

sells for 80¢ per gallon. At the beginning of month 1, Juiceco

has 3,000 gallons of grade 6 oranges and 2,000 gallons of

grade 3 oranges. At the beginning of month 2, Juiceco may

purchase additional grade 3 oranges for 40¢ per gallon and

additional grade 6 oranges for 60¢ per gallon. Juice spoils at

the end of the month, so it makes no sense to make extra juice

during month 1 in the hopes of using it to meet month 2

demand. Oranges left at the end of month 1 may be used to

produce juice for month 2. At the end of month 1 a holding

cost of 5¢ is assessed against each gallon of leftover grade 3

oranges, and 10¢ against each gallon of leftover grade 6

oranges. In addition to the cost of the oranges, it costs 10¢ to

produce each gallon of (regular or premium) juice. Formulate

an LP that could be used to maximize the profit (revenues 

costs) earned by Juiceco during the next two months.
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