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Matakuliah     : J0434 / Ekonomi Managerial
Tahun          : 01 September 2005
Versi          : revisi




                  Pertemuan < 2 >
             Fundamental Economic Concepts
                      Chapter 2
Learning Outcomes


Pada akhir pertemuan ini, diharapkan mahasiswa
akan mampu :
   mengidentifikasikan konsep ekonomi
  managerial dan konsep fundamental ekonomi
  mikro (C1).
Outline Materi


– How to Maximize Profits
– Present Value, Discounting & NPV
– Risk and Uncertainty
– Risk-Return & Probability
– Expected Utility & Risk-Adjusted Discount
  Rates
How to Maximize Profits



• Decision Making Isn’t Free
  – Max Profit { A, B}, but suppose that we
    don’t know the Profit {A} or the Profit {B}
  – Should we hire a consultant for $1,000?
  – complex combination of marketing,
    production, and financial issues
Break Decisions Into Smaller Units:
     How Much to Produce ?



• Graph of output and profit
  profit                                  GLOBAL
                                           MAX
• Possible Rule:
   – Expand output             MAX
     until profits turn
     down
   – But problem of
     local maxima vs.
     global maximum
                                A       quantity B
Average Profit = Profit / Q


PROFITS
                            • Slope of ray from the origin
                 MAX           – Rise / Run
                               – Profit / Q = average profit
                  C
                            • Maximizing average profit
   B
                              doesn’t maximize total
                              profit
       profits


       Q         quantity
Marginal Profits = ∆Π/∆Q


• profits of the last     profits           max
  unit produced                              C
                                        B
• maximum marginal
  profits occur at the              A
  inflection point (A)                             Q
• Decision Rule:
  produce where                                   average
                                                   profits
  marginal profits = 0.                      marginal
                                              profits
                                                  Q
Using Equations


• profit = f(quantity) or
• Π = f(Q)
  –dependent variable &
   independent variable(s)
  –average profit = Π/Q
  –marginal profit = ∆Π / ∆Q
Optimal Decision (one period)
      example of using marginal reasoning



• The scale of a
  project should
  expand until
• MB = MC
Example: screening
                                                  MC
    for prostate or
    breast cancer
  – How often?

                                                  MB
                           frequency per decade
Present Value

– Present value recognizes that a dollar received in the
  future is worth less than a dollar in hand today.
– To compare monies in the future with today, the
  future dollars must be discounted by a present value
  interest factor, PVIF= 1/(1+i), where i is the
  interest compensation for postponing receiving cash
  one period.
– For dollars received in n periods, the discount factor
  is PVIFn =[1/(1+i)]n
Present Value

• Net Present Value
  – NPV = Present value of future returns minus Initial outlay.
  – This is for the simple example of a single cost today
    yielding a benefit or stream of benefits in the future.
• For the more general case, NPV = Present value of
  all cash flows (both positive and negative ones).
• NPV Rule: Do all projects that have positive net
  present values. By doing this, the manager
  maximizes shareholder wealth.
• Some investments may increase NPV, but at the
  same time, they may increase risk.
Net Present Value (NPV)

• Most business decisions are long term
  – capital budgeting, product assortment, etc.
• Objective: max the present value of profits
• NPV = PV of future returns - Initial Outlay
• NPV =      Σ t=0 NCFt / ( 1 + rt )t
  – where NCFt is the net cash flow in period t
• Good projects have
  – High NCF’s
  – Low rates of discount
Sources of Positive NPVs


• Brand identify
  and loyalty         • Difficulty for others to
• Control over          acquire factors of
  distribution          production
• Patents or legal    • Superior financial
                        resources
  barriers to entry
                      • Economies of large scale
• Superior              or size
  materials           • Superior management
Risk and Uncertainty


• Most decisions involve a gamble
• Probabilities can be known or unknown, and
  outcomes can be known or unknown
• Risk -- exists when:
  – Possible outcomes and probabilities are known
  – e.g., Roulette Wheel or Dice
• Uncertainty -- exists when:
  – Possible outcomes or probabilities are unknown
  – e.g., Drilling for Oil in an unknown field
Continuous Probability Distributions
          (vs. Discrete)


• Expected valued is the mode for symmetric
  distributions
                    B
                              A is riskier, but it
                              has a higher
                              expected value



                                              A

               ^        ^
               RB       RA
What Went Wrong at LTCM?

• Long Term Capital Management was a
  ‘hedge fund’ run by some top-notch finance
  experts
• LTCM looked for small pricing deviations
  between interest rates and derivatives, such
  as bond futures.
• They earned 45% returns -- but that may be
  due to high risks in their type of arbitrage
  activity.
Risk Averse              Risk Seeking
 • Prefer a certain     • Prefer a fair bet to a
   amount to a fair bet   certain amount
                           U                         U

certain

risky


                         risky

                         certain


          10   15   20                10   15   20
Risk Adjusted Discount Rates

• Riskier projects should be
  discounted at higher discount rates
• PV = Σ π t / ( 1 + k) t where k varies with
  risk and π t are cash flows.
• kA > kB as in                    diagram
  since                        B   A is riskier


                                                  A
Sources of Risk Adjusted Discount
                Rates


• Market-based rates
   – Look at equivalent risky
     projects, use that rate
   – Is it like a Bond, Stock,
     Venture Capital?
• Capital Asset Pricing
  Model (CAPM)
   – Project’s “beta” and the market
     return
Summary

How to Maximize Profits :complex combination of
marketing, production, and financial issues,

Decision Rule: produce where marginal profits = 0

Present value recognizes that a dollar received in
the future is worth less than a dollar in hand
today.

Most decisions involve a gamble

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Power point mikro manajerial

  • 1. Matakuliah : J0434 / Ekonomi Managerial Tahun : 01 September 2005 Versi : revisi Pertemuan < 2 > Fundamental Economic Concepts Chapter 2
  • 2. Learning Outcomes Pada akhir pertemuan ini, diharapkan mahasiswa akan mampu : mengidentifikasikan konsep ekonomi managerial dan konsep fundamental ekonomi mikro (C1).
  • 3. Outline Materi – How to Maximize Profits – Present Value, Discounting & NPV – Risk and Uncertainty – Risk-Return & Probability – Expected Utility & Risk-Adjusted Discount Rates
  • 4. How to Maximize Profits • Decision Making Isn’t Free – Max Profit { A, B}, but suppose that we don’t know the Profit {A} or the Profit {B} – Should we hire a consultant for $1,000? – complex combination of marketing, production, and financial issues
  • 5. Break Decisions Into Smaller Units: How Much to Produce ? • Graph of output and profit profit GLOBAL MAX • Possible Rule: – Expand output MAX until profits turn down – But problem of local maxima vs. global maximum A quantity B
  • 6. Average Profit = Profit / Q PROFITS • Slope of ray from the origin MAX – Rise / Run – Profit / Q = average profit C • Maximizing average profit B doesn’t maximize total profit profits Q quantity
  • 7. Marginal Profits = ∆Π/∆Q • profits of the last profits max unit produced C B • maximum marginal profits occur at the A inflection point (A) Q • Decision Rule: produce where average profits marginal profits = 0. marginal profits Q
  • 8. Using Equations • profit = f(quantity) or • Π = f(Q) –dependent variable & independent variable(s) –average profit = Π/Q –marginal profit = ∆Π / ∆Q
  • 9. Optimal Decision (one period) example of using marginal reasoning • The scale of a project should expand until • MB = MC Example: screening MC for prostate or breast cancer – How often? MB frequency per decade
  • 10. Present Value – Present value recognizes that a dollar received in the future is worth less than a dollar in hand today. – To compare monies in the future with today, the future dollars must be discounted by a present value interest factor, PVIF= 1/(1+i), where i is the interest compensation for postponing receiving cash one period. – For dollars received in n periods, the discount factor is PVIFn =[1/(1+i)]n
  • 11. Present Value • Net Present Value – NPV = Present value of future returns minus Initial outlay. – This is for the simple example of a single cost today yielding a benefit or stream of benefits in the future. • For the more general case, NPV = Present value of all cash flows (both positive and negative ones). • NPV Rule: Do all projects that have positive net present values. By doing this, the manager maximizes shareholder wealth. • Some investments may increase NPV, but at the same time, they may increase risk.
  • 12. Net Present Value (NPV) • Most business decisions are long term – capital budgeting, product assortment, etc. • Objective: max the present value of profits • NPV = PV of future returns - Initial Outlay • NPV = Σ t=0 NCFt / ( 1 + rt )t – where NCFt is the net cash flow in period t • Good projects have – High NCF’s – Low rates of discount
  • 13. Sources of Positive NPVs • Brand identify and loyalty • Difficulty for others to • Control over acquire factors of distribution production • Patents or legal • Superior financial resources barriers to entry • Economies of large scale • Superior or size materials • Superior management
  • 14. Risk and Uncertainty • Most decisions involve a gamble • Probabilities can be known or unknown, and outcomes can be known or unknown • Risk -- exists when: – Possible outcomes and probabilities are known – e.g., Roulette Wheel or Dice • Uncertainty -- exists when: – Possible outcomes or probabilities are unknown – e.g., Drilling for Oil in an unknown field
  • 15. Continuous Probability Distributions (vs. Discrete) • Expected valued is the mode for symmetric distributions B A is riskier, but it has a higher expected value A ^ ^ RB RA
  • 16. What Went Wrong at LTCM? • Long Term Capital Management was a ‘hedge fund’ run by some top-notch finance experts • LTCM looked for small pricing deviations between interest rates and derivatives, such as bond futures. • They earned 45% returns -- but that may be due to high risks in their type of arbitrage activity.
  • 17. Risk Averse Risk Seeking • Prefer a certain • Prefer a fair bet to a amount to a fair bet certain amount U U certain risky risky certain 10 15 20 10 15 20
  • 18. Risk Adjusted Discount Rates • Riskier projects should be discounted at higher discount rates • PV = Σ π t / ( 1 + k) t where k varies with risk and π t are cash flows. • kA > kB as in diagram since B A is riskier A
  • 19. Sources of Risk Adjusted Discount Rates • Market-based rates – Look at equivalent risky projects, use that rate – Is it like a Bond, Stock, Venture Capital? • Capital Asset Pricing Model (CAPM) – Project’s “beta” and the market return
  • 20. Summary How to Maximize Profits :complex combination of marketing, production, and financial issues, Decision Rule: produce where marginal profits = 0 Present value recognizes that a dollar received in the future is worth less than a dollar in hand today. Most decisions involve a gamble

Editor's Notes

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