Case 1. A company must decide now which of three products to make next year to p

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Case 1.
A company must decide now which of three products to make next year to plan and order proper materials. The cost per unit of producing each product will be determined by whether a new union labor contract passes or fails. The cost per unit for each product, given each contract re­sult, is shown in the following payoff table:
Table 1.Payoff table for case 1.
Contract Outcome
Product
Pass (S1)
Fail (S2)
1(d1)
$7.50
$6.00
2(d2)
4.00
7.00
3(d3)
6.50
3.00
Note that this payoff table is for costs. This is minimization problem. Determine which product should be produced, using the following decision criteria.
1)use the optimistic approach
Question 1 options:
select d3
select d1
select d2
non of these alternatives is correct
case 1(continued)
use conservative approach
Question 2 options:
select d1
select d2
select d3
non of these alternatives is correct
case 1(continued)
use minimax regret approach
Question 3 options:
select d2
select d3
select d1
none of these alternatives is correct
case 1 (continued)
Suppose that the probabilities that a new union labor contract passes (s1) is 0.7 andthe probabilities that a new union labor contract fails (s2) is 0.3. What option should a company choose using the expected value approach?
Question 4 options:
select d2
select d1
select d3
non of these alternatives is correct
case 1(continued)
Compute EV(d1)
Question 5 options:
7.05
4.90
5.45
Non of these alternatives is correct
Case1(continued)
Compute EV(d2)
Question 6 options:
7.05
5.45
4.90
non of these alternatives is correct
case 1(continued)
Which equation we should use to compute Expected Value of Perfect Information (EVPI)
Question 7 options:
EVPI (EV of PI) = abs(EV with PI – EV of our optimal decision)=abs(EVwPI-EVwoPI)
EVPI=EVwPI-EVwoPI
EVPI=EVwSI-EVwoSI
non of these alternatives is correct
case 1 (continued)
Let’s compute EV with PI (EVwPI)
Question 8 options:
3.7
2.2
1.4
non of these alternatives is correct
case 1(continued)
Compute EVPI
Question 9 options:
-4.9
-2.1
1.2
non of these alternative is correct
Case 2.
RAP Computers assembles personal computers from generic parts it purchases at discount, and it sells the units by phone orders it receives from customers responding to the company’s ads in trade journals. Actual demand for the company’s computers for the past 6 month is shown in the table below.
Table 2. Actual demand for the company’s computers for the past 6 month
#
Month
Demand
1
March
120
2
April
110
3
May
150
4
June
130
5
July
160
6
August
165
Determine
a three-month moving average forecast for next month (September). Question 10 options:
151.667
149
162
150
Case 2 (continued)
Determine
a five-month moving average forecast for next month (September). Question 11 options:
152
143
151.6
151.7
case 2(continued)
Compute a weighted three-month average forecast for the next month (September). Assign weights of .55, .33, and .12 to the months in sequence, starting with the most recent month.
Question 12 options:
151.7
151.6
143
159.15
Case 2 (continued)
Determine the simple exponential smoothing forecast for next Month (September) using α = .4
Question 13 options:
151.1136≈151
143
151.6
159.15
Table 3 -month moving average forecast
#
Month
Demand
Forecast
abs(Dt-Ft)
(Dt-Ft)2
1
March
120
2
April
110
3
May
150
4
June
130
126.667
3.333333
11.1111
5
July
160
130
30
900
6
August
165
146.667
18.33333
336.111
Sum
Sum
51.66667
1247.22
case 2(continued)
Measure the accuracy of the three -month moving average forecast by using MAD. (Use table 3 from Excel).
Question 14 options:
MAD is 51.66/3=17.222222
MAD is 51.66/6=8.61
MAD is 51.66/5=10.332
MAD is 51.66/455=0.11
case 2(continued)
Measure the accuracy of the three -month moving average forecast by using MAPD. (Use table 3 from Excel).
Table 3 ( 3-month moving average forecast)
#
Month
Demand
Forecast
abs(Dt-Ft)
(Dt-Ft)2
1
March
120
2
April
110
3
May
150
4
June
130
126.667
3.333333
11.1111
5
July
160
130
30
900
6
August
165
146.667
18.33333
336.111
Sum
Sum
51.66667
1247.22
Question 15 options:
MAPD is
51.66/3*100%=172.2%
MAPD is
51.66/835*100%=6.2%
MAPD is
51.66/455*100%=11.36%
MAPD is 51.66/6*100%=861%
case 2(continued)
Measure the accuracy of the three -month moving average forecast by using MSE. (Use table 3. From Excel).
Table 3.( 3-month moving average forecast)
#
Month
Demand
Forecast
abs(Dt-Ft)
(Dt-Ft)2
1
March
120
2
April
110
3
May
150
4
June
130
126.667
3.333333
11.1111
5
July
160
130
30
900
6
August
165
146.667
18.33333
336.111
Sum
Sum
51.66667
1247.22
Question 16 options:
MSE is 1247.22/3≈415.74
MSE is
1247.22/6=207.87
MSE is 1247.22/455=2.74
1247.22/835=1.5
Case 2 (continued)
Measure the accuracy of the weighted three-month average forecast by using MAD. Use table 4.
Table 4. Weighted three-month average forecast (0.55,.33,.12)
#
Month
Demand
Forecast
ABS(Dt-Ft)
(Dt-Ft)2
1
March
120
2
April
110
3
May
150
4
June
130
133.2
3.2
10.24
5
July
160
134.2
25.8
665.64
6
August
165
148.9
16.1
259.21
SUM
SUM
SUM
455
45.1
935.09
MAD=45.1/3=15.03(3)
Question 17 options:
MAD=45.1/3=15.03(3)
MAD=45.1/6=7.51
MAD=45.1/455=0.0991
non of these alternative is correct
Measure the accuracy of the weighted three-month average forecast by using MAPD. Use table 4.
Table 4. Weighted three-month average forecast (0.55,.33,.12)
#
Month
Demand
Forecast
ABS(Dt-Ft)
(Dt-Ft)2
1
March
120
2
April
110
3
May
150
4
June
130
133.2
3.2
10.24
5
July
160
134.2
25.8
665.64
6
August
165
148.9
16.1
259.21
SUM
SUM
SUM
455
45.1
935.09
Question 18 options:
MAPD=45.1/835*100%=5.4%
MAPD=45.1/455*100%=9.91%
MAPD=45.1/3=15.03
MAPD=45.1/6=7.52
case 2 (continued)
Measure the accuracy of the weighted three-month average forecast by using MSE. Use table 4.
Table 4. Weighted three-month average forecast (0.55,.33,.12)
#
Month
Demand
Forecast
ABS(Dt-Ft)
(Dt-Ft)2
1
March
120
2
April
110
3
May
150
4
June
130
133.2
3.2
10.24
5
July
160
134.2
25.8
665.64
6
August
165
148.9
16.1
259.21
SUM
SUM
SUM
455
45.1
935.09
Question 19 options:
MSE=935.09/3≈311.697
MSE=935.09/6=155.85
MSE=45.1/455*100%=9.91%
MSE=45.1/3=15.03(3)
Based on your measure the accuracy of the three-month average forecast and the weighted three-month average forecast which of the forecasting methods would you want to rely upon to forecast demand for September?
Question 20 options:
I would prefer the 3-month weighted moving average forecasting method as it has the lowest MAD, lowest MAPD, and lowest MSE.
I would prefer the 3-month moving average forecasting method as it has the lowest MAD, lowest MAPD, and lowest MSE.
I would prefer both of them because they have the same MAD, MAPD, and MSE.
non of these alternatives is correct

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