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lv7Rv8AVNblgl1SKOIyusUaoQJNingtigD6b/Zo/Zfm+CHxB+InjDXdeHiXxN8QNX+1yXRt/JWxtVRVhs0XJwi4J92YmvZXzIhQqGDAjI6V+fXi3/gt5a+L/EXw98P+BNN0Sy1Xxb4XTxRqN/4mnlt7HRkb5Vt8xozNI0isvIAA5rm7T/gvPc+ONF8A6dofhrw94Z8TeKZL61vbrxTeTWOiQ3VseLeCcp85l6qSBw1A+Vn6XIu1QPSlrA+GWvaj4n+H+kajq8Gn2up3tqktzFY3IubZHI5Ecg++voa36BBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFB6HjNAHk/wC09+1h4V/ZQ8LWGp+Inv7m81u+TTNG0qwhM97rN0/3YYYx1b3OAAOtcZ4b/wCCivhHWfAPjTUb3RPFWkeI/h9LBDrnhWex8zWbZrjHk7YkLB1kDAhlJGOpFeTf8Ff/ANjPxn+0Frnwm8eeDNJ1DxTdfDTWjd33hyy1c6XdajbSKVcwXAI8uVQcg5GeleVeNv2Y/iloHwm8W+JPgl8MPHnw+8d6zf2FnrlzrniWHUtd8QaWjKZY7eZ5WWJlXKgs/ag0R9IeGP8AgrF8O9S+GvxH8Q65pfifwjf/AAq8tvEWjavaCHULOGTBjl2gkFGByDmvEdc/4L1WHiL9oH4YeHPBfw48VX/hnx1qL2s2rX9o9q9ynkiRXtUP+sXB5Y8eleJ6j+wR8YPEemftPQaP8K/GGnWXxR8P6fb6CviTxFb6jez3ETKJUmlMjEZwSBnaBxX0T+1F+zB8RrX4gfsheNPD/gy+8UN8Jo0tPEGl2V1BBNZqbFIi4MjBWAcEYUnpQQ9zzT9nX/gqJov7K3jz9ok+Orfx/wCIbHTviK81xd21s93b+G7GSCERmRiQEQMGyq5xnOK+0/Cn7evw98afEPxh4djv5rW58EaFb+Jry4njC28+nToXSeJj99CAckdCK+cvBH7IXxFX9ln9sjR7rwm9vq/xX1jVb7w3Y3FzA0l+k9hGkW5lO1T5gK/MRjGa8/8A2kf+CcXxX8XaT+zddeE9MnstSufDcXw++J6i7iUWeiNCgc5z87I2/G3NAj648Hf8FJPhn44/Z+8EfEbRdQudQ0Lx9rUXh/S0hQNcveSO6BGXPAGwknsMVyPin/gsB8NPDa6nrMem+KdT+H2g6uND1fxnZ2Yl0jTbvcEZHOd5VWIBdVKjPWvHf2Rv+CZvjb4MftueKrSWysdN+A3g6a71TwLZSOkpN/fW6QyuFGSBF5e4FgCDIcVxHhv9mL47fDT/AIJr+Nf2YLb4Ttqeqa5qF7pdt4qh1C2TSZLK6n3/AG11Z/NLqpOV25yBQVyn0/8AH/8A4Kk/Dr4f/G69+EMEPiPWfGV9oiahF/ZdmZ4I7a4gkeOcyrwq/L1PqK8E/wCCO37cdj4E/YP+H1j4w1bXvFXjLxn4r1Sy0603/ar7yknbMkvP7uGNerNgDivRP2YP2JPGnwH/AGrvHl1c6c174cX4WaH4T0vWHmjZtSurW3kSVQM71AYjlgAcivl3/gm/wAE+f2hP+Cds/hv4gweCG8U/wDCV6hfaR4y8G3F5bte6XaSSkw3llMzbAhUAyR5yc9KA0P0J+Cn7fnh39oD4ovoXhfw94p1LQWuLmzt/FUdsr6NdTWz7Jo1kDZBV+OQM9s173CGKjcACD25Ffm3+zB+xn8RfhJ+3doPiX4e+EvHnwl+HV5f3914w0HUtdgvtBvg5YpJaQK5aKR3KseAAAa/SOJW8wsQw3ds8UEktFFFAEbgquQCR7da+IvEf/BNPxZ8X/2svDfjzxvc+Aol8G69LrNnr2haZ9l13V4yu2KzuiAEKL3YEk19w0UDuz80V/4I7/GFPg/b/CAfErw4fhdo3jFPFemyHTz/AGkyi4af7O/G0KGYjINecfsweCPjJ41/4KLftnWXwk8XeF9EM2v2ml6rHq9sZvs/+jlFuItoP7wLuO08EkZr9da5/wAPfDLw74R8Qatq2laHpOmarr0on1K7tbVIZ9QkUYDTOoBkIHds07sLs/KzRv2IfEX7Jv8AwUF+Cfw4+Evi22s/FXhb4d6pqlzeapFvt9eneeMT+coyUR2cH5c4xXuM3/BHzxJ4n/Z0+KNj4g8ZWN98SPjB4rsfFGt6gkJWxtvss6PHbxLjJRUUqCRnkV90TeBdFuPGUPiJ9J059dt7drSLUWtkN1HCxBaMSY3BCQCRnBwK1nQgAAE7Rxz1ouwuz88v+Ckv7NXhr9sf/gpH8D/B9nqF5D4i0S0l1fxStk6hZNEjlV0inwc/PcLHhW6gmv0AvdISfRLixhCQJLA0EagYRBt2jAHQD0qlY/DzQ7Lxfc+JYdE0qDxHfwJbXWopbILueJfuxtLjcyjsCcVvUXYXZ8Kad/wSX1my/Zb+FfgB/FFm918PfHcvi6a5SMql1G97Jc+UBjqA4Gfauy+HX/BObVPCGt/tP3c+v20i/Hue4ks1RCBpoktjCN3qQTmvrmikF2fnloP/AASI8bfBPWPht4u8AeJfC134u8LeGP8AhFddstdszNpmsQKzMkq4BZXUn0rr/j5+wp8XvjV8JdM8Ma3efCLxfZXVrcRajZan4eW2h0yeUbVuLN41LCSMdN2N2Bmvt6indhdnnn7KvwHh/Zh/Z48I/D+31K51eHwpp6WC3k6hZJ9pJ3EDp1x9AK9DoopCCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q==)
Response to the following:
Essay Questions:
There is no set length for answers; students may be as verbose or brief as they feel necessary to cover the question. Use this same exam document for your answers, placing them below each question.
Problem Questions:
Make sure to show all your work to get full credit. The instructor needs to know the formulas and calculations you used to get to your final answer. You can do part of the exam in Excel and Paste your Excel work into this document.
Essay Questions
Question 1: What is operations management? Why is it important? Is a good knowledge of operations management more important in service or manufacturing industries? Explain your answer.
Question 2: Discuss the use of PERT/CPM techniques for managing projects. Describe what PERT/CPM does. Discuss advantages and disadvantages of using it. What other techniques might you choose to manage your project?
Question 3: What are economies of scale in a manufacturing plant? Do they continue forever? What are diseconomies of scale? How might you decide the optimal size of a plant?
Question 4: What, in your opinion, are the three most important issues in supply chain management? Discuss why you think these are the key issues.
Question 5: Discuss why (or if) inventories are necessary. What are the benefits of inventories? What are the disadvantages of holding inventories?
Problem Questions:
Problem 1. Arsenal Electronics is going to construct a new $1.2 billion semiconductor plant and has selected four towns in the Midwest as potential sites. The important location factors and ratings for each town are as follows:
Location Factor
|
Weight
|
Abbeton
|
Bayside
|
Cane Creek
|
Dunnville
|
Work ethics
|
0.18
|
80
|
90
|
70
|
75
|
Quality of life
|
0.16
|
75
|
85
|
95
|
90
|
Labor laws/unionization
|
0.12
|
90
|
60
|
60
|
70
|
Infrastructure
|
0.10
|
60
|
50
|
60
|
70
|
Education
|
0.08
|
80
|
90
|
85
|
95
|
Labor skill and education
|
0.07
|
75
|
65
|
70
|
80
|
Cost of living
|
0.06
|
70
|
80
|
85
|
75
|
Taxes
|
0.05
|
65
|
70
|
55
|
60
|
Incentive package
|
0.05
|
90
|
95
|
70
|
80
|
Government regulations
|
0.03
|
40
|
50
|
65
|
55
|
Environmental regulations
|
0.03
|
65
|
60
|
70
|
80
|
Transportation
|
0.03
|
90
|
80
|
95
|
80
|
Space for expansion
|
0.02
|
90
|
95
|
90
|
90
|
Urban proximity
|
0.02
|
60
|
90
|
70
|
80
|
Recommend a site based on these location factors and ratings.
Problem 2. Sawyer Furniture is one of the few remaining domestic manufacturers of wood furniture. In the current competitive environment, cost containment is the key to its continued survival. Demand for furniture follows a seasonal demand pattern with increased sales in the summer and fall months, culminating with peak demand in November.
The cost of production is $16 per unit for regular production, $24 for overtime, and $33 for subcontracting. Hiring and firing costs are $500 per worker. Inventory holding costs are $20 per unit per month. There is no beginning inventory. Ten workers are currently employed. Each worker can produce 50 pieces of furniture per month. Overtime cannot exceed regular production. Given the following demand data, use Excel Solver to design an aggregate production plan for Sawyer Furniture that will meet demand at the lowest possible cost.
Input:
|
Beg. Wkrs
|
10
|
Regular
|
$16
|
Hiring
|
$500
|
|
|
Units/wkr
|
50
|
Overtime
|
$24
|
Firing
|
$500
|
|
|
Beg. Inv.
|
0
|
Subk
|
$33
|
Inventory
|
$20
|
|
|
Month
|
Demand
|
Reg
|
OT
|
Subk
|
Inv
|
#Wkrs
|
#Hired
|
#Fired
|
|
Jan
|
500
|
500
|
0
|
0
|
0
|
10
|
0
|
0
|
|
Feb
|
500
|
500
|
0
|
0
|
0
|
10
|
0
|
0
|
|
Mar
|
1000
|
1,000
|
0
|
0
|
0
|
20
|
10
|
0
|
|
Apr
|
1200
|
1,000
|
200
|
0
|
0
|
20
|
0
|
0
|
|
May
|
2000
|
1,000
|
1,000
|
0
|
0
|
20
|
0
|
0
|
|
Jun
|
400
|
400
|
0
|
0
|
0
|
8
|
0
|
12
|
|
Jul
|
400
|
400
|
0
|
0
|
0
|
8
|
0
|
0
|
|
Aug
|
1000
|
1,000
|
0
|
0
|
0
|
20
|
12
|
0
|
|
Sep
|
1000
|
1,000
|
0
|
0
|
0
|
20
|
0
|
0
|
|
Oct
|
1500
|
1,500
|
0
|
0
|
0
|
30
|
10
|
0
|
|
Nov
|
7000
|
3,500
|
3,500
|
0
|
0
|
70
|
40
|
0
|
|
Dec
|
500
|
500
|
0
|
0
|
0
|
10
|
0
|
60
|
|
Total
|
17,000
|
12,300
|
4,700
|
0
|
0
|
246
|
72
|
72
|
Problem 3. Complete the following MRP matrix for Item X. Determine when orders should be released and the size of those orders.
Item: X
|
LLC: 0
|
Period
|
Lot Size: Min 50
|
LT: 2
|
1
|
2
|
3
|
4
|
5
|
6
|
7
|
8
|
Gross Requirements
|
|
25
|
30
|
56
|
25
|
100
|
40
|
30
|
20
|
Scheduled Receipts
|
|
|
50
|
|
|
|
|
|
|
Projected on Hand
|
30
|
|
|
|
|
|
|
|
|
Net Requirements
|
|
|
|
|
|
|
|
|
|
Planned Order Receipts
|
|
|
|
|
|
|
|
|
|
Planned Order Releases
|
|
|
|
|
|
|
|
|
|
Release orders in periods 1 through 5 for quantities of 50, 50, 56, 50, and 50 respectively.
Problem 4. Fibrous Incorporated makes products from rough tree fibers. Its product line consists of five items processed through one of five machines. The machines are not identical, and some products are better suited to some machines. Given the following production time in minutes per unit, determine an optimal assignment of product to machine:
|
Machine
|
Product
|
A
|
B
|
C
|
D
|
E
|
1
|
17
|
10
|
15
|
16
|
20
|
2
|
12
|
9
|
16
|
9
|
14
|
3
|
11
|
16
|
14
|
15
|
12
|
4
|
14
|
10
|
10
|
18
|
17
|
5
|
13
|
12
|
9
|
15
|
11
|
Problem 5. The following probabilistic activity time estimates are for a CPM/PERT network.
|
Time Estimates (days)
|
|
Time Estimates (days)
|
Activity
|
a
|
m
|
b
|
Activity
|
a
|
m
|
b
|
1
|
1
|
2
|
6
|
7
|
1
|
1.5
|
2
|
2
|
1
|
3
|
5
|
8
|
1
|
3
|
5
|
3
|
3
|
5
|
10
|
9
|
1
|
1
|
5
|
4
|
3
|
6
|
14
|
10
|
2
|
4
|
9
|
5
|
2
|
4
|
9
|
11
|
1
|
2
|
3
|
6
|
2
|
3
|
7
|
12
|
1
|
1
|
1
|
Attachment:- reference.rar