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Chapter 6 --Alternate Measures of Capital Investment Desirability

Chapter 6 --Alternate Measures of Capital Investment Desirability. Goals for this chapter: Know how to calculate the following measures of investment desirability: Net present value Profitability index Modified profitability index

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Chapter 6 --Alternate Measures of Capital Investment Desirability

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  1. Chapter 6 --Alternate Measures of Capital Investment Desirability • Goals for this chapter: • Know how to calculate the following measures of investment desirability: • Net present value • Profitability index Modified profitability index • Internal rate of return Modified internal rate of return • Payback period Present value payback • Strengths and weaknesses of various methods • Know the reasons for multiple measures and when each would be appropriately used in reality

  2. Calculating a Net Present Value • Steps to calculate the net present value: • Step 1 -- Lay out the years and cash flows • Step 2 -- Discount back to present with the NPV function • Step 3 -- Net the result of step 2 with the initial outlay

  3. Calculating a Profitability Index • Steps to calculate the profitability index: • Step 1 -- Calculate the net present value • Step 2 -- Use the formula in the book to calculate the PI • PI = 1 + NPV/ Initial outlay (always positive)

  4. When Would You Use the Profitability Index? • As a very crude short cut when your firm is facing capital rationing • Capital rationing may exist when the firm is not large enough or profitable enough to raise money in the capital markets • This is not uncommon for small, new or rapidly growing businesses • You must still watch for size differentials • Might use this when you cannot see all your projects at one time (which is often the case)

  5. Calculating the Internal Rate of Return • Steps to calculate the internal rate of return: • Lay out the years and cash flows • Discount back to present with • the IRR function on the calculator as described in earlier chapters • Must use the goal seek tool (under the tools menu) on the computer if you have mid-year cash flows

  6. Weaknesses of the Internal Rate of Return • Weaknesses of the internal rate of return: • It assumes that new projects will come along in future years that will pay at least the internal rate of return (reinvestment rate assumption • It ignores the size of the project

  7. Calculating the Modified Internal Rate of Return • Steps to calculate the modified internal rate of return: • Begin with year 1 and grow to the end of the project by multiplying by 1 plus the discount rate raised to the remaining years • Do this for all remaining cash flows • Sum the terminal values • Fill the intermediate years with zeros • Use the IRR function to solve for the modified IRR

  8. Strengths of the Modified Internal Rate of Return • Strengths of the modified internal rate of return: • It eliminates the reinvestment rate assumption • There appears to be many cases where companies in the US are generating more cash than worthwhile projects. In this case, the MIRR may give a better indication of the return from the project • MIRR is a worst case scenario which assumes that excess cash is used to retire debt and equity. By definition this action earns the cost of money

  9. Calculating a Payback Period • Steps to calculating the payback period: • Lay out your years and cash flow • Accumulate the cash flows • Identify where the accumulation goes from negative to positive • Use the year on the left • Use the result in step 4 and add the amount needed divided by the amount received

  10. Strengths and Weaknesses of the Payback Period Method • Weaknesses of the payback method: • It ignores the time value of money • It ignores all cash flows after the payback period • It ignores risk • Strengths of the payback method: • It is a measure of liquidity • It can be used as a short cut in industries where the product life is very short

  11. Reasons for Multiple Measures • Different measures for different circumstances • Multiple measure allow members of the committee to use the measures with which they are comfortable • Multiple measures may provide better information

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