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Engineering Economy Chapter 6: Comparison and Selection Among Alternatives
The objective of chapter 6 is to evaluate correctly capital investment alternatives when the time value of money is a key influence.
Making decisions means comparing alternatives. ,[object Object],[object Object]
Mutually exclusive alternatives (MEAs) ,[object Object],[object Object],[object Object],[object Object]
Apply this rule, based on Principle 2 from Chapter 1. ,[object Object]
For alternatives that have a larger investment than the base… ,[object Object],[object Object]
There are two basic types of alternatives. ,[object Object],[object Object],[object Object],[object Object]
Select the alternative that gives you the most money! ,[object Object],[object Object]
Investment alternative example Use a MARR of 10% and useful life of 5 years to select between the investment alternatives below. Both alternatives are attractive, but Alternative B provides a greater present worth, so is better economically. Alternative A B Capital investment -$100,000 -$125,000 Annual revenues less expenses $34,000 $41,000
Cost alternative example Use a MARR of 12% and useful life of 4 years to select between the cost alternatives below. Alternative D costs less than Alternative C, it has a greater PW, so is better economically. Alternative C D Capital investment -$80,000 -$60,000 Annual expenses -$25,000 -$30,000
Determining the study period. ,[object Object],[object Object],[object Object]
Unequal lives are handled in one of two ways. ,[object Object],[object Object],[object Object],[object Object]
Comparing MEAs with equal lives. When lives are equal adjustments to cash flows are not required.  The MEAs can be compared by directly comparing their  equivalent worth  ( PW, FW, or AW ) calculated using the MARR.  The decision will be the same regardless of the equivalent worth method you use.  For a MARR of 12%, select from among the MEAs below. Alternatives A B C D Capital investment -$150,000 -$85,000 -$75,000 -$120,000 Annual revenues $28,000 $16,000 $15,000 $22,000 Annual expenses -$1,000 -$550 -$500 -$700 Market Value (EOL) $20,000 $10,000 $6,000 $11,000 Life (years) 10 10 10 10
Selecting the best alternative. Present worth analysis    select Alternative A (but C is close). Annual worth analysis—the decision is the same.
Using rates of return is another way to compare alternatives. ,[object Object],[object Object],[object Object]
Use the incremental investment analysis procedure. ,[object Object],[object Object],[object Object],[object Object],[object Object]
Evaluating incremental cash flows ,[object Object],[object Object],[object Object],[object Object]
Incremental analysis Which is preferred using a 5 year study period and MARR=10%? Both alternatives A and B are acceptable—each one has a rate of return that exceeds the MARR.  Choosing Alternative A because of its larger IRR would be an incorrect decision.  By examining the incremental cash flows we see that the extra amount invested in Alternative B earns a return that exceeds the IRR—so B is preferred to A.  Also note… Alt. A Alt. B Alt. B-Alt. A Initial cost -$25,000 -$35,000 -$10,000 Net annual income $7,500 $10,200 $3,200 IRR on total cash flow 15% 14% 11%
Comparing MEAs with unequal lives. ,[object Object],[object Object]
The useful life of an alternative is less than the study period. ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]
The useful life of an alternative is greater than the study period. ,[object Object],[object Object]
Equivalent worth methods can be used for MEAs with unequal lives. ,[object Object],[object Object]
We can use incremental rate of return analysis on MEAs with unequal lives. Equate the MEAs annual worths (AW) over their respective lives. Solving, we find  i* =26%, so Alt B is preferred. A B Capital Investment $3,500 $5,000 Annual Cash Flow $1,255 $1,480 Useful Live (years) 4 6

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Kuliah bab6

  • 1. Engineering Economy Chapter 6: Comparison and Selection Among Alternatives
  • 2. The objective of chapter 6 is to evaluate correctly capital investment alternatives when the time value of money is a key influence.
  • 3.
  • 4.
  • 5.
  • 6.
  • 7.
  • 8.
  • 9. Investment alternative example Use a MARR of 10% and useful life of 5 years to select between the investment alternatives below. Both alternatives are attractive, but Alternative B provides a greater present worth, so is better economically. Alternative A B Capital investment -$100,000 -$125,000 Annual revenues less expenses $34,000 $41,000
  • 10. Cost alternative example Use a MARR of 12% and useful life of 4 years to select between the cost alternatives below. Alternative D costs less than Alternative C, it has a greater PW, so is better economically. Alternative C D Capital investment -$80,000 -$60,000 Annual expenses -$25,000 -$30,000
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  • 13. Comparing MEAs with equal lives. When lives are equal adjustments to cash flows are not required. The MEAs can be compared by directly comparing their equivalent worth ( PW, FW, or AW ) calculated using the MARR. The decision will be the same regardless of the equivalent worth method you use. For a MARR of 12%, select from among the MEAs below. Alternatives A B C D Capital investment -$150,000 -$85,000 -$75,000 -$120,000 Annual revenues $28,000 $16,000 $15,000 $22,000 Annual expenses -$1,000 -$550 -$500 -$700 Market Value (EOL) $20,000 $10,000 $6,000 $11,000 Life (years) 10 10 10 10
  • 14. Selecting the best alternative. Present worth analysis  select Alternative A (but C is close). Annual worth analysis—the decision is the same.
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  • 18. Incremental analysis Which is preferred using a 5 year study period and MARR=10%? Both alternatives A and B are acceptable—each one has a rate of return that exceeds the MARR. Choosing Alternative A because of its larger IRR would be an incorrect decision. By examining the incremental cash flows we see that the extra amount invested in Alternative B earns a return that exceeds the IRR—so B is preferred to A. Also note… Alt. A Alt. B Alt. B-Alt. A Initial cost -$25,000 -$35,000 -$10,000 Net annual income $7,500 $10,200 $3,200 IRR on total cash flow 15% 14% 11%
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  • 23. We can use incremental rate of return analysis on MEAs with unequal lives. Equate the MEAs annual worths (AW) over their respective lives. Solving, we find i* =26%, so Alt B is preferred. A B Capital Investment $3,500 $5,000 Annual Cash Flow $1,255 $1,480 Useful Live (years) 4 6