Determine the best cost formula for wheeler

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Reference no: EM13823542

There are four items, each with four parts.  Each part is worth six points.  (Four points are free.)

1. The management of Wheeler Company has decided to develop cost formulas for its major overhead activities.  Wheeler uses a highly automated manufacturing process, and power costs are a significant manufacturing cost.  They have debated whether the power cost should be treated as fixed, variable, or both.  Using the following data you are charged to settle this issue and determine the best cost formula for Wheeler.

Quarter

Machine Hrs.

Power Cost

1

20000

26000

2

25000

38000

3

30000

42500

4

22000

37000

5

21000

34000

6

18000

29000

7

24000

36000

8

28000

40000

1. Find the estimated fixed cost associated with the machine hours.

2. Find the estimated variable cost associated with the machine hours.

3. Discuss your confidence in the use of these estimates.

4. Would you recommend using this cost function?  Explain.

2. You are asked to predict orders for the next two periods.  You have information available for the overtime hours used for each quarter.

Quarter

Orders

Overtime

1

53

22

2

56

23

3

52

25

4

62

31

5

47

21

6

46

22

7

48

20

8

57

29

9

43

23

10

45

12

11

46

22

12

53

26

13

38

16

14

35

17

1. Find the best method to predict orders.

2. Discuss the model fit.

3. Predict the orders for the next two periods

4. Would you recommend using this model?  Explain

3. The data below are weekly figures from Herbert Hooley's Happy House (except for  the quarterly error figures).  They sell radios, TVs, and VCRs in their electronics department.  He needs you to help him with a few things, which he will indicate to you. 

Profit

Revenue

Radios

TVs

VCRs

 

Quarter

Errors

6318.96

8395.91

36

65

48

 

 

 

4721.57

6300.28

26

48

39

 

 

 

5049.16

6747.55

33

51

40

 

2000 - 3

32

5249.44

7028.56

29

53

45

 

4

46

5290.08

7116.41

32

52

49

 

2001 - 1

19

5924.41

7951.00

41

58

52

 

2

23

5251.97

7031.09

36

52

44

 

3

34

4805.72

6462.88

31

47

44

 

4

49

5278.60

7162.42

46

49

51

 

2002 - 1

22

5301.77

7136.35

43

51

46

 

2

20

6121.98

8249.84

45

59

56

 

3

31

5416.63

7244.79

29

55

46

 

4

51

6552.89

8718.21

43

67

48

 

2003 - 1

16

6352.93

8494.02

46

63

51

 

2

26

6693.01

8881.75

55

68

43

 

3

37

5761.97

7669.10

48

58

39

 

4

48

5419.50

7265.38

33

54

47

 

2004 -1

22

5474.64

7302.97

35

55

44

 

2

24

4650.87

6335.89

41

42

49

 

 

 

4781.91

6438.23

48

45

39

 

 


1. "Doug, I could surely use some help.  I would like to find a useful profit formula for my department.  Please let me know if it is a good model, and if there are any potential issues I should consider."  Note that the numbers of radios, TVs, and VCRs represent the number held on hand for the week.  Please find the best model for Herb.

2. Discuss the model.

3. Are there other issues to consider here?  Explain

4. What is your recommendation regarding use of this model?  Explain

4. The Bubble Up Bottling Company of Brussels, Belgium, is interested in forecasting regional sales of Bubble Up over the next two years.  The company has analyzed Bubble Up's market share for its region over the past twenty quarters.  Market share has generally been growing as indicated in the following table:

Year

Season

Bubble Up's Market Share (in %)

1

Winter

6.42

1

Spring

6.58

1

Summer

6.99

1

Fall

6.82

2

Winter

7.15

2

Spring

7.33

2

Summer

7.45

2

Fall

7.55

3

Winter

7.66

3

Spring

7.69

3

Summer

7.71

3

Fall

7.81

4

Winter

7.85

4

Spring

7.84

4

Summer

7.88

4

Fall

7.93

5

Winter

7.99

5

Spring

8.04

5

Summer

8.04

5

Fall

8.05

During the same five-year period, total soft drink sales in the region (as measured in 100,000s of cases) have been as follows:

Year

Season

Sales in Region (in 100,000s of cases)

1

Winter

114

1

Spring

130

1

Summer

158

1

Fall

131

2

Winter

114

2

Spring

146

2

Summer

177

2

Fall

142

3

Winter

124

3

Spring

151

3

Summer

175

3

Fall

146

4

Winter

132

4

Spring

160

4

Summer

184

4

Fall

144

5

Winter

134

5

Spring

166

5

Summer

205

5

Fall

148

The company wants to forecast sales for the next two years (6 and 7). 

1. What approach will you use for this problem?  Explain. 

2. Obtain forecasts for the next  two years. 

3. Discuss the performance of your method. 

4. What is your recommendation regarding the use of your method?

Reference no: EM13823542

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