Engineering Economics

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Engineering Economics

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Title: Engineering Economics


1
Engineering Economics
John Ayers September 17, 2004
.
2
Engineering Economics
  • Why is it important?
  • Value and Interest
  • Cash Flow Diagrams and Patterns
  • Equivalence of Cash Flow Patterns
  • Evaluating Alternatives
  • Break-Even Analysis
  • Income Tax and Depreciation
  • Inflation
  • Conclusion

3
Why do we care about Engineering Economics?
  • Engineering designs are intended to produce good
    results.
  • They are accompanied by undesirables (costs).
  • If outcomes are evaluated in dollars, and good
    is defined as profit, then decisions will be
    guided by engineering economics.
  • This process maximizes goodness only if all
    outcomes are anticipated and can be monetized.


4
Value and Interest
  • The value of money depends on the amount and
    when it is received or spent.

Example What amount must be paid to settle a
current debt of 1000 in two years at an interest
rate of 8 ?
Solution 1000 (1 0.08) (1 0.08) 1166
5
Cash Flow Diagrams
6
Equivalence of Cash Flow Patterns
To Find Given Multiply By Formula
F P
P F
A P
A G
7
Example A new circuit board component insertion
tool will save 50,000 in production costs each
year and will have a life of seven years. What
is the highest price that can be justified for
the tool using a 12 interest rate?
Solution
8
Evaluating Alternatives
  • Annual Equivalent Cost Comparisons
  • Present Equivalent Cost Comparisons
  • Incremental Approach
  • Rate of Return Comparisons
  • Benefit/Cost Comparisons

Minimum Attractive Rate of Return (MARR) The
lowest rate of return that the organization will
accept.
9
Annual Equivalent Cost Comparison
  • Incomes are converted to an A-pattern.
  • Costs are converted to an A-pattern.
  • The costs are subtracted from the incomes to
    determine the ANEV.
  • Mutually Exclusive Alternatives choose the one
    with highest ANEV
  • Independent Alternatives choose all with
    positive ANEV

ANEV Annual Net Equivalent Value
10
Example A new circuit board component insertion
tool is needed. Which should you buy?
Model Price Annual Maintenance Salvage Value Life
JACO 220k 20k 30k 10 years
Cheepo 100k 35k 0 5 years
Solution The ANEV is calculated for each
JACO
Cheepo
JACO
11
Present Equivalent Cost Comparison
  • Incomes and costs are converted to P-patterns.
  • The costs are subtracted from the incomes to
    determine the PNEV.
  • Mutually Exclusive Alternatives choose the one
    with highest PNEV
  • Independent Alternatives choose all with
    positive PNEV

PNEV Present Net Equivalent Value, also called
life cycle cost, present worth, capital
cost, and venture worth.
12
Incremental Approach
  • For a set of mutually exclusive alternatives,
    only the differences in amounts need to be
    considered.

Model Price Annual Maintenance Salvage Value Life
JACO 220k 20k 30k 10 years
Cheepo 100k 35k 0 5 years
JACO- Cheepo
JACO
13
Rate of Return Method
  • ANEV or PNEV is formulated
  • From this, we solve for the interest rate that
    will give zero ANEV or PNEV
  • This interest rate is the ROR of the alternative
  • For mutually exclusive alternatives, the one with
    the highest ROR is chosen
  • For independent alternatives, all with a ROR
    greater than MARR are accepted

ROR Rate of Return on Investment
14
Benefit/Cost Comparisons
  • The benefit/cost ratio is determined from
  • For mutually exclusive alternatives, the one with
    the highest B/C is chosen.
  • For independent alternatives, all with B/C gt 1
    are accepted.

The MARR is used to determine the numerator
(benefits).
15
Break-Even Analysis
  • Break-even point the value of an independent
    variable such that two alternatives are equally
    attractive.
  • For values above the break-even point, one
    alternative is preferred.
  • For values below the break-even point, the other
    is preferred.
  • Break-even analysis is useful when dealing with a
    changing variable (such as MARR).

16
Income Tax and Depreciation
  • Businesses pay the IRS a tax
  • Depreciation method of charging the initial cost
    of an asset against more than one year.
  • An asset is depreciable if
  • It is used to produce income,
  • Has a life greater than one year, but
  • Decays, wears out, becomes obsolete, or gets used
    up.

ACRS Accelerated Cost Recovery System, used by
IRS since 1980.
17
Inflation
  • The buying power of money changes with time.
  • Inflation, if anticipated, can be put to good use
    by fixing costs and allowing income to rise by
  • Entering long-term contracts for materials or
    wages
  • Purchasing materials long before they are needed
  • Stockpiling product for sale later.

18
Conclusion
  • For-profit enterprises exist to make money.
  • Non-profit entities also make decisions to
    maximize the goodness of outcomes by assigning
    dollar values.
  • Your engineering decisions will be shaped by
    economics.

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