Describe and explain the tactical decision- making model. - PowerPoint PPT Presentation

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Describe and explain the tactical decision- making model.

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Explain how the activity resource usage model is used in ... 2. Costs associated with the layoff: Increase state UI premiums (0.01 x $1,460,000) $14,600 ... – PowerPoint PPT presentation

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Title: Describe and explain the tactical decision- making model.


1
Learning Objectives
  • Describe and explain the tactical decision-
    making model.
  • Explain how the activity resource usage model is
    used in assessing relevancy.
  • Apply the tactical decision-making concepts in a
    variety of business situations.
  • Choose the optimal product mix when faced with
    one constrained resource.

2
Learning Objectives (continued)
  • Explain the impact of cost on pricing decisions.
  • Explain why decisions makers sometimes appear to
    use sunk costs in making decisions
  • Use linear programming to find the optimal
    solution to a problem of multiple constrained
    resources. (Appendix)

3
Decision-Making Process
  • Recognize and define the problem.
  • Identify alternatives as possible solutions to
    the problem eliminate alternatives that are
    clearly not feasible.
  • Identify the costs and benefits associated with
    each feasible alternative. Classify costs and
    benefits as relevant or irrelevant and eliminate
    irrelevant ones from consideration.

4
Decision-Making Process (continued)
  • Total the relevant costs and benefits for each
    alternative.
  • Assess qualitative factors.
  • Select the alternative with the greatest overall
    benefit.

5
Relevant Costs Defined
  • Costs that differ across alternatives
  • Costs that deal with future courses of action

6
Some Types of Decisions Illustrated
  • Make or Buy
  • Keep or Drop
  • Special Order
  • Sell or Process Further
  • Product Mix

Important Short-term Perspective
7
Activity Resource Usage Model and Assessing
Relevancy
Flexible Resources Resources Acquired as Needed
a. Demand Changes b. Demand Constant
Relevant
Not Relevant
8
Activity Resource Usage Model and Assessing
Relevancy (continued)
Committed Resources Acquired in Advance (Short
Term)
a. Demand Increase lt Unused Capacity b. Demand
Increase gt Unused Capacity c. Demand Decrease
(Permanent) 1. Activity Capacity Reduced 2.
Activity Capacity Unchanged
Not Relevant
Relevant
Relevant
Not Relevant
9
Activity Resource Usage Model and Assessing
Relevancy (continued)
Committed Resources Resources Acquired in Advance
(Multiperiod Capacity)
a. Demand Increase lt Unused Capacity b. Demand
Decrease (Permanent) c. Demand Increase gt Unused
Capacity
Not Relevant
Not Relevant
Capital Decision
10
Solution to Exercise 10-8Make-or-Buy Decision
  • 1. Make Buy
  • Direct materials 1,000,000 0
  • Direct labour 720,000 0
  • Variable overhead 840,000 0
  • Fixed overhead 0 0
  • Purchase cost 0 2,800,000
  • Total relevant costs 2,560,000 2,800,000
  • Pomona Company should continue manufacturing the
    part.
  • 2. 2,560,000 400,000 - 2,800,000 160,000
    increase

11
Solution to Exercise 10-9Keep-or-Drop A Segment
Decision
  • 1. Segmented income statement
  • Product A Product B Total
  • Sales 100,000 250,000 350,000
  • Less Variable exp. 50,000 145,000
    195,000
  • Contribution margin 50,000 105,000 155,00
    0
  • Less Direct fixed exp. 60,000
    60,000 120,000
  • Segment margin (10,000) 45,000 35,000
  • Less Common fixed exp. 70,000
  • Operating income (loss) (35,000 )
  • Product A 100,000/350,000 x 70,000 20,000
  • 80,000 - 20,000 60,000
  • Product B 250,000/350,000 x 70,000 50,000
  • 110,000 - 50,000 60,000

12
Solution to Exercise 10-9Keep-or-Drop A Segment
Decision (continued)
  • 2. Alternatives Keep Drop Drop A Drop B
  • Both Both Keep B Keep A
  • Sales 350,000 0 275,000 150,000
  • Less Variable exp. 195,000 0
    159,500 75,000
  • Contribution margin 155,000
    0 115,500 75,000
  • Less Direct fixed exp. 120,000
    0 60,000 60,000
  • Segment margin 35,000 0
    55,500 15,000
  • Less Common fixed exp. 70,000 70,000
    70,000 70,000
  • Operating income (loss) (35,000 ) (70,000 )
    (14,500 ) (55,000 )
  • Willem should drop product A unless the common
    fixed costs can be avoided if both products are
    dropped

13
Solution to Exercise 10-10Special Order Decision
  • 1. The company should not accept the offer
    because the additional revenue is less than the
    additional costs (assuming fixed overhead is
    allocated and will not increase with the special
    order)
  • Incremental revenue per box 4.20
  • Incremental cost per box 4.25
  • Loss per box 0.05
  • Total loss 0.05 x 5,000 250

14
Solution to Exercise 10-10Special Order Decision
(continued)
  • 2. Costs associated with the layoff
  • Increase state UI premiums (0.01 x
    1,460,000) 14,600
  • Notification costs (25 x 20) 500
  • Rehiring and retraining costs (150 x 20)
    3,000
  • Total 18,100
  • The order should be accepted. The loss of 250
    on the order is more than offset by the 18,100
    savings by not laying off employees.

15
Solution to Exercise 10-11Sell or Process Further
  • 1. Sales 223,000
  • Costs 158,000
  • Operating profit 65,000
  • Process Sell Further Difference
  • 2. Revenues 100,000 120,000 20,000
  • Process cost 0 23,900 (23,900)
  • Operating profit 100,000 96,100 (3,900)
  • The company should not process Alpha further as
    gross profit would increase by 3,900. (Note
    Joint costs are irrelevant to this decision, as
    the company will incur them whether or not Alpha
    is processed further.)

16
One Constrained Resource
  • Thurman Company produces two types of disk
    players economy and deluxe. The deluxe model
    has a contribution margin of 40 per unit and the
    economy model has a unit contribution margin of
    25. The components of each model must be
    assembled manually. Assembly labour available
    per year is limited to 20,000 hours. The company
    can sell all that it produces of either model.
    The assembly time required for the economy model
    is two hours per unit. Because of the number and
    complexity of the parts for the deluxe model, the
    assembly time required is four hours per model.

How many of each model should be produced?
17
One Constrained Resource (continued)
  • Answer
  • To maximize total contribution margin, select the
    product that yields the highest contribution
    margin per unit of scarce resource
  • Deluxe 40/4 10 per hour
  • Economy 25/2 12.50 per hour
  • The economy model yields the highest CM per unit
    of scarce resource. Thus, 20,000/2 10,000
    units of the economy model should be produced and
    none of the deluxe.

18
Two Approaches to Pricing
  • 1. Cost-Based Pricing
  • 2. Target Costing and Pricing

19
A Product Pricing Example
  • Revenues 856,500
  • Cost of goods sold
  • Direct materials 489,750
  • Direct labour 140,000
  • Overhead 84,000 713,750
  • Gross profit 142,750
  • Selling and administrative expenses 25,000
  • Operating income 117,750

20
Determining Markup Percentages
Markup on COGS (S A expenses Operating
income) / COGS (25,000 117,750) /
713,750 0.20 Markup on direct materials
(DL OH S A expenses Oper. income) /
Direct mater. (48,750 80,000 25,000
117,750) / 585,000 0.464
21
Target Costing and Pricing
  • Target costing is a method of determining the
    cost of a product or service based on the price
    (target price) that customers are willing to pay.
  • This is referred to as price-driven costing.

22
The Sunk Cost Fallacy
  • Dilemma
  • Sunk costs are not relevant in decision making
    and thus should not affect decisions, but
  • There is anecdotal and empirical evidence that
    managers pay attention to sunk costs
  • Therefore, some explanation is necessary why
    managers pay attention to sunk costs when they
    shouldnt

23
Why Do Managers Pay Attention to Sunk Costs?
  • There are two primary reasons
  • Performance evaluation, and
  • Self justification (next slide)
  • Performance evaluation
  • Managers are not only influenced by the
    prospective nature of decision making but also by
    the retrospective nature of performance
    evaluation.
  • Performance evaluation systems tend to focus on
    short-term profitability. While sunk costs do
    not affect future cash flows, they affect short
    term profit measures.
  • External evaluation of corporate performance is
    based on GAAP-based financial reports. GAAP uses
    the historical cost principle. Historical cost
    is, by definition, a sunk cost. Managers may pay
    attention to how decisions will affect their
    companys GAAP income.

24
Self Justification
  • When confronted with a failing course of action,
    managers may attempt to delay the admission of
    bad judgment by escalating their commitment to
    that action. This benefits them in three ways
  • They may obtain the upward movement they seek.
  • With more time, good luck may mask or reverse the
    expected bad outcome.
  • The eventual bad outcome is delayed until after
    the responsible manager has moved upward or is no
    longer responsible for it.
  • Note This may invoke the issue of managerial
    ethical conduct. However, it is important to
    keep in mind that the motivation to justify ones
    past actions is subtle and often the person doing
    so is not aware of an ethical dilemma.

25
Multiple Constrained Resource
  • To the Thurman Company example for a one
    constrained resource, add the following
    additional constraint the market limits sales
    of the economy disk player to 3,000 units.
    Formulate the linear programming problem and
    solve using the graphical method
  • Let X1 deluxe models, and
  • X2 economy models
  • Formulation Max CM 40X1 25X2
  • Subject to 4X 2X2 lt 20,000
  • X2 lt 3,000

26
Multiple Constrained Resource (continued)
X
2
10,000
4X 2X lt 20,000
1
2
D
C
X lt 3,000
3,000
2
B
X
A
5,000
1
27
Multiple Constrained Resource (continued)
  • Corner Point X1 X2 CM 40X1 25X2
  • A 0 0 0
  • B 5,000 0 200,000
  • C 3,500 3,000 215,000
  • D 0 3,000 75,000
  • Point C is optimal
  • The X1 value of point C is found by substituting
    the second equation into the first one like so
  • X1 2 (3,000) 20,000
  • 4X1 6,000 20,000
  • 4X1 14,000
  • X1 3,500
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