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Introduction to Investment Criteria

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... on making investment decisions, not ... NPV = PV(Cash Flows) - Initial Investment ... Using a financial calculator or trial-and-error, NPV = 0 at 42.3 ... – PowerPoint PPT presentation

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Title: Introduction to Investment Criteria


1
Introduction to Investment Criteria
  • Need specific criteria to make decisions.
  • Review a number of alternatives and discuss pros
    and cons.
  • Generally focus on making investment decisions,
    not financing decisions.

1
2
Qualities of a Good Criteria
  • Includes all relevant cash flows.
  • Incorporates Time Value of Money.
  • Accounts for risk of cash flows.
  • Maximizes shareholder value.

2
3
Commonly Used Criteria
  • Net Present Value (NPV)
  • Internal Rate of Return (IRR)
  • Profitability Index (PI)
  • Payback Period
  • Discounted Payback
  • Accounting Returns

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Core Example
  • 1000 initial investment.
  • 500 cash flow per year for 10 years.
  • 5000 terminal expense in year 10.
  • 12 discount rate.

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Net Present Value
  • Essentially same analysis as DCF.
  • NPV PV(Cash Flows) - Initial Investment
  • Discounting is done at a rate consistent with the
    risk of the cash flows.
  • Decision Rule Accept if NPV gt 0

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6
NPV Example
  • To find the net present value, discount all
    future cash flows and subtract the initial
    investment.
  • Since NPV gt 0, you should accept this project.

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7
Internal Rate of Return
  • Similar to NPV, but solves for discount rate that
    makes NPV zero.
  • Decision Rule Accept if IRR gt hurdle rate
  • Good idea, but there are some limitations
  • Multiple IRRs
  • Ignores scale of project (mutually exclusive
    projects)

7
8
IRR Example
  • Since NPV gt 0 at 12, NPV 0 at gt 12.
  • Using a financial calculator or trial-and-error,
    NPV 0 at 42.3.
  • Verify this solution by pulgging it in the
    formula.

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IRR Flaw Multiple IRRs
  • In this example, there is actually a second
    discount rate, 7.4, that makes the NPV0.

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IRR Flaw Mutually Exclusive Projects
  • Consider two mutually exclusive projects
  • A has a 2500 initial outlay and pays 500 per
    year for 10 years.
  • B has a 200 initial outlay and pays 50 annually
    for 10 years.
  • At a 12 discount rate, which one do you choose?
  • IRRA 15 IRRB 21
  • But NPVA 325 NPVB 83

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Profitability Index
  • Same idea as NPV, but an index instead of a
    dollar amount.
  • PI PV(Cash Flows)/Initial Investment
  • Decision Rule Accept if PI gt 1
  • Problems
  • Ignores scale of projects
  • Harder to interpret than NPV

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PI Example
  • Returning to the core example
  • Since PI gt 1, accept the project.
  • Note that there are no units, it is an index.

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PI Flaw Ignores Scale
  • Recall the projects A and B.
  • We saw that
  • NPVA 325 NPVB 83
  • IRRA 15 IRRB 21
  • The PI for each project is
  • PIA 1.13 PIB 1.41
  • Like IRR, PI ignores the scale of the project.

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Payback Period
  • Idea Measure how long it takes to recover
    investment,
  • Decision Rule Accept if Payback Period lt hurdle
    period
  • Problems
  • Completely ignores TVM
  • Largely ignores risk of cash flows
  • Completely ignores any CF after Payback Period
  • Arbitrary hurdle period
  • Biased towards short-term investments

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Payback Period Example
  • To recover the 1000 investment in the core
    example,
  • Year 1 500
  • Year 2 500
  • It takes 2 years to recover the investment.
  • You would accept the project based on this
    criteria if the hurdle payback period is at least
    2 years.

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Payback Flaw Ignores TVM
  • The present value of the first 2 payment is less
    than 1000 because of TVM.
  • This rule would give the same decision if the
    first two payments were
  • 0 in year 1, 1000 in year 2
  • 500 in year 1, 500 in year 2
  • 999 in year 1, 1 in year 2

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Payback Flaw Ignores CF Risk
  • This method also basically ignores the risk of
    the cash flows since there is no way to formally
    include it in the analysis.
  • By ignoring distant cash flows altogether, there
    is some sense in which risk is considered.

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Payback Flaw Ignores Distant CF
  • What if the cutoff period is 5 years and cash
    flows are 1000 initial investment, 0 for the
    next 5 years and 1 million in year 6?
  • The payback method would reject this project
  • The IRR is over 215.
  • NPV would be large and positive at any reasonable
    discount rate.

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Payback Flaw Arbitrary Hurdle
  • In the prior example, if the cutoff was 6 years
    we would take the project.
  • There is really no good way to determine an
    appropriate payback period hurdle.

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Payback Flaw Short-term Bias
  • The criteria is naturally biased against
    long-term projects.
  • This is a serious problem that can lead to
    under-investment and it does not maximize
    shareholder value.

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Discounted Payback
  • Accounts for TVM and CF risk by discounting Cash
    Flows
  • Still suffers from other weaknesses of Payback
    Method

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Discounted Payback Example
  • Adding up the discounted cash flows, the initial
    investment is recovered in the third year.

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Accounting Returns
  • Common measures are ROA and ROE
  • Flaws
  • Ignores TVM
  • Ignores future performance
  • Uses accounting figures, not cash flows

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