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1 Introduction
2 Summary of Ranking Methods
        2.1 The Undiscounted Payback Method
        .2.2 The Discounted Payback Period
        2.3 Net Present Value (NPV) Technique
        2.4 The Internal Rate of Return (IRR) Method
        .2.5 Net Future Value (NFV) Technique
3 Example of the Determination of the Discounted
Cash
Flow Selection Criteria for a Project
4 Concluding Remarks
   Comparison of mutually exclusive alternatives,
    which means analysis of several alternatives
    from which only one can be selected (such as
    selecting the best way to improve an existing
    operation or choosing the best of several to
    develop)
   Ranking non-mutually exclusive alternatives
    which means analysis of several alternatives
    from which more than one can be selected
    depending on capital or budget restrictions
    (such as ranking research or development
    projects to determine the best ones to fund
    with).
The payback period methods, being the number of
  years (or time periods) required to return the
  original investment. The payback period is
  usually determined on an undiscounted basis,
  but discounted payback periods must also be
  established for a project. (See sections 1.2.1 and
  1.2.2)(2)
The net present value (NPV) method: being the
  present value of future benefits discounted at
  the appropriate cost of capital, minus the
  present value of the capital cost of the
  investment. (See section 1.2.3)
The internal rate of return (IRR) method: being
  the discount rate which equates the present
  value of benefits to the present value of the
  capital expenditure. (Section 1.2.4)
The net future value (NFV) method: being the
  future values of benefits compounded at the
  appropriate cost of capital, minus the future
  value of the investment cost compounded at
  the same cost of capital. (See section 1.2.5)
   Assume that two projects are being considered
    by a company. Each requires a capital
    investment of $10,000. The marginal cost of
    capital is 10%. The net cash flows (i.e. net
    operating incomes after taxes plus the
    depreciation allowance) from the investments
    A and B are shown in the following table.
Year   A       B


1      5,500   1,000


2      4,500   2,000


3      2,000   3,000


4      10      4,000


5      10      5,000
   The payback period is the number of years it
    takes to recover the initial investment from
    after tax cash flow profits. It is observed that
    project A has a 2 year payback period, whilst
    project B has a 4 year payback period. If the
    firm employed, say, a two or three payback
    period selection criterion, project A would be
    accepted, and project B would be rejected.
   As flaws in the simple undiscounted payback
    method were recognized, people began to
    search for methods of evaluating projects that
    would recognize the time value of money, and
    that would not automatically discriminate
    against projects which show their greatest
    profitability later on in the future. This
    recognition led to the development of
    'discounted cash flow' (i.e. DCF) techniques to
    take account of the time value of money.
   It is important to emphasize that if the
    investment capital is expended over a period of
    several time periods, rather than as a lump sum
    at the beginning of the project, then the
    investment amounts for each time period
    should also be discounted and summed before
    being subtracted from the sum of the
    discounted income cash inflows.
   The internal rate of return (IRR), sometimes
    called the discount cash flow rate of return
    (DCFROR) or simply the rate of return (ROR) is
    defined as that discount rate found by trial and
    error which equates the total present value of
    the expected after tax income cash flows (or
    benefits), to the total present value of the
    capital cost outlays (i.e. both working capital
    and fixed capital).
   The significance of the internal rate of return is
    that if it has a value which is greater than the
    marginal cost of capital for the firm, then the
    value of the firm will increase. Naturally then,
    the project with the highest IRR would be
    expected to increase the value of the firm the
    most. However, project risk must also be taken
    into account when making a final decision.
   A real understanding of the use of the ranking
    techniques comes only with the actual practical
    use of the techniques.
   The selection of project time period and
    discounting rate, and the estimation of initial
    capital expenditure, as well as incomes and
    costs to determine cash flow figures is most
    important when undertaking economic
    evaluations.
       "Garbage in = garbage out"!
   It is good practice for technical personnel to liaise
    closely with the financial project evaluation
    personnel. Better still, technical personnel should
    first attempt to undertake their own preliminary
    economic evaluations. Then, in the event of the
    economic project selection criteria not being
    satisfied, the technical personnel can communicate
    meaningfully with the financial personnel to find
    out the major reasons why the project has not been
    acceptable. They can then go back to the process to
    try and establish whether opportunities exist to
    overcome the economic deficiencies. For example,
    leasing of equipment can substantially reduce the
    upfront capital requirements.
   Although the techniques described in this
    section have been applied to the ranking of
    multiple mutually exclusive and non-mutually
    exclusive projects, many of the techniques can
    be used to evaluate the profitability of an
    individual project on its own.
   n Although not mentioned before, it is important
    to appreciate that "sunk costs", or costs incurred in
    the past, tend to be irrelevant when considering
    economic decisions for the future. One should not
    become emotionally attached to projects on which
    much time and/or money has already been spent.
    If at any time another project arises which can
    clearly be shown to be a better investment
    opportunity, then it should accordingly be ranked
    higher than the sentimental project. It is no good
    crying over spilled milk - the past is gone and it is
    the future that counts. Do not “throw good money
    after bad”.
   One should always bear in mind the concept of
    “opportunity cost". Thus if an opportunity
    exists to undertake a more profitable project,
    and a less profitable one of equivalent risk in
    fact chosen - an opportunity cost has been
    incurred in the sense that the opportunity to
    earn more profit has been forfeited. However,
    sometimes non-quantitative aspects such as
    strategic, health, safety or environmental
    considerations could swing the decision in
    favor of the less profitable option because of
    the gains to be made in other respects.

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ranking of investment projects

  • 1. 1 Introduction 2 Summary of Ranking Methods 2.1 The Undiscounted Payback Method .2.2 The Discounted Payback Period 2.3 Net Present Value (NPV) Technique 2.4 The Internal Rate of Return (IRR) Method .2.5 Net Future Value (NFV) Technique 3 Example of the Determination of the Discounted Cash Flow Selection Criteria for a Project 4 Concluding Remarks
  • 2. Comparison of mutually exclusive alternatives, which means analysis of several alternatives from which only one can be selected (such as selecting the best way to improve an existing operation or choosing the best of several to develop)
  • 3. Ranking non-mutually exclusive alternatives which means analysis of several alternatives from which more than one can be selected depending on capital or budget restrictions (such as ranking research or development projects to determine the best ones to fund with).
  • 4. The payback period methods, being the number of years (or time periods) required to return the original investment. The payback period is usually determined on an undiscounted basis, but discounted payback periods must also be established for a project. (See sections 1.2.1 and 1.2.2)(2)
  • 5. The net present value (NPV) method: being the present value of future benefits discounted at the appropriate cost of capital, minus the present value of the capital cost of the investment. (See section 1.2.3)
  • 6. The internal rate of return (IRR) method: being the discount rate which equates the present value of benefits to the present value of the capital expenditure. (Section 1.2.4)
  • 7. The net future value (NFV) method: being the future values of benefits compounded at the appropriate cost of capital, minus the future value of the investment cost compounded at the same cost of capital. (See section 1.2.5)
  • 8. Assume that two projects are being considered by a company. Each requires a capital investment of $10,000. The marginal cost of capital is 10%. The net cash flows (i.e. net operating incomes after taxes plus the depreciation allowance) from the investments A and B are shown in the following table.
  • 9. Year A B 1 5,500 1,000 2 4,500 2,000 3 2,000 3,000 4 10 4,000 5 10 5,000
  • 10. The payback period is the number of years it takes to recover the initial investment from after tax cash flow profits. It is observed that project A has a 2 year payback period, whilst project B has a 4 year payback period. If the firm employed, say, a two or three payback period selection criterion, project A would be accepted, and project B would be rejected.
  • 11. As flaws in the simple undiscounted payback method were recognized, people began to search for methods of evaluating projects that would recognize the time value of money, and that would not automatically discriminate against projects which show their greatest profitability later on in the future. This recognition led to the development of 'discounted cash flow' (i.e. DCF) techniques to take account of the time value of money.
  • 12. It is important to emphasize that if the investment capital is expended over a period of several time periods, rather than as a lump sum at the beginning of the project, then the investment amounts for each time period should also be discounted and summed before being subtracted from the sum of the discounted income cash inflows.
  • 13. The internal rate of return (IRR), sometimes called the discount cash flow rate of return (DCFROR) or simply the rate of return (ROR) is defined as that discount rate found by trial and error which equates the total present value of the expected after tax income cash flows (or benefits), to the total present value of the capital cost outlays (i.e. both working capital and fixed capital).
  • 14. The significance of the internal rate of return is that if it has a value which is greater than the marginal cost of capital for the firm, then the value of the firm will increase. Naturally then, the project with the highest IRR would be expected to increase the value of the firm the most. However, project risk must also be taken into account when making a final decision.
  • 15. A real understanding of the use of the ranking techniques comes only with the actual practical use of the techniques.  The selection of project time period and discounting rate, and the estimation of initial capital expenditure, as well as incomes and costs to determine cash flow figures is most important when undertaking economic evaluations. "Garbage in = garbage out"!
  • 16. It is good practice for technical personnel to liaise closely with the financial project evaluation personnel. Better still, technical personnel should first attempt to undertake their own preliminary economic evaluations. Then, in the event of the economic project selection criteria not being satisfied, the technical personnel can communicate meaningfully with the financial personnel to find out the major reasons why the project has not been acceptable. They can then go back to the process to try and establish whether opportunities exist to overcome the economic deficiencies. For example, leasing of equipment can substantially reduce the upfront capital requirements.
  • 17. Although the techniques described in this section have been applied to the ranking of multiple mutually exclusive and non-mutually exclusive projects, many of the techniques can be used to evaluate the profitability of an individual project on its own.
  • 18. n Although not mentioned before, it is important to appreciate that "sunk costs", or costs incurred in the past, tend to be irrelevant when considering economic decisions for the future. One should not become emotionally attached to projects on which much time and/or money has already been spent. If at any time another project arises which can clearly be shown to be a better investment opportunity, then it should accordingly be ranked higher than the sentimental project. It is no good crying over spilled milk - the past is gone and it is the future that counts. Do not “throw good money after bad”.
  • 19. One should always bear in mind the concept of “opportunity cost". Thus if an opportunity exists to undertake a more profitable project, and a less profitable one of equivalent risk in fact chosen - an opportunity cost has been incurred in the sense that the opportunity to earn more profit has been forfeited. However, sometimes non-quantitative aspects such as strategic, health, safety or environmental considerations could swing the decision in favor of the less profitable option because of the gains to be made in other respects.