aurora paper
TRANSCRIPT
Aurora Textile Company Case Summary
Introduction
Aurora Textile Company (hereinafter “the Company”) is a yarn manufacturer that
produces cotton and synthetic/cotton blend yarns. The Company has operated for around 100
years, with the domestic textile market creating about 90% of the Company’s revenue. The
Company has four major customer segments, listed from the largest percentage of sales to the
least, they are: hosiery, knitted outerwear, wovens, and industrial and specialty products.
Recently, the U.S textile industry has undergone some hardships. One reason is that several
apparel makers have relocated their production facilities to Asia in search of lower costs.
Another issue is that consumers (especially in high-end markets) have little tolerance for yarn
defects. With the advent of better information technology systems, the liability costs of yarn
producers has increased due to the new ability to trace yarn defects back to the producer.
Because of these hardships, the Company’s sales have been steadily declining. In 2000,
the Company closed four manufacturing facilities. The Company currently has four plants
remaining in operation. The Hunter plant is seeking installation of a new ring-spinning machine,
the Zinser 351. This machine would yield higher quality yarn, allowing for sales in a niche
market that would increase the selling price of yarn by 10%. Additionally, operating costs would
be reduced through greater production efficiency. One downside is that sales volume would be
5% lower and another is that the cost of customer returns (although less frequent) would be
higher. The following is an analysis of cash flows showing whether Michael Pogonowski should
invest $8.25 million and purchase the new machine.
Analysis
Payback Period
The Payback Period is used to determine the length of time that is required to recover
the cost of the initial investment of a project. With the payback period there are two
disadvantages; one it does not take into account the time value of money and second it ignores
the benefits that occur after the investment is paid back. In the case of Aurora Textile the
payback period is 1.9945 years. Assuming a 1% annual inflation, the Payback Period is 1.9753
years. For the calculation of the Payback Period, see Exhibit 2.
Discounted Payback Period
The Discounted Payback Period will take into account the time value of money by
discounting the future cash flows to “time zero.” Using the Discounted Payback Period Aurora
Textile will earn back their initial investment in 2.4095 years. As with the Payback Period, the
Discounted Payback Period still does not recognize the benefits that occur after the investment
is returned. Assuming a 1% annual inflation, the Discounted Payback Period is 2.4212 years.
For the calculation of the Discounted Payback Period, see Exhibit 2.
Though both the Payback Period and Discounted Payback Period are tools Aurora Textile
Company can use to determine whether they should buy Zinser 351 Machine, the sole decision
should not rely on these two methods alone as they do not determine the overall profitability
of the project.
Profitability Index
The Profitability Index calculates how much excess returns a Company is receiving for
investing in a project. The higher the Profitability Index, the better the project. This calculation
takes the present value of expected cash inflows divided by the present value of expected cash
outflows. The project should be accepted if the ratio is greater than 1.0.
For Aurora Textile, the Profitability Index is 2.73. Assuming a 1% annual inflation, the
Profitability Index is 3.06. Because this ratio is greater than 1.0, the project should be accepted
using this decision rule by itself. For the calculation of the Profitability Index, see Exhibit 5.
Average Accounting Rate of Return
The Accounting Rate of Return uses Net Income to calculate the return on investment a
Company receives on a project. The higher the Accounting Rate of Return, the better the
project. The percentage return is calculated by taking the project’s average Net Income per
year divided by the average Book Value per year. If the projected returns an expected
Accounting Rate of Return greater than the target return of the Company, the project should be
accepted. This calculation is best utilized when comparing more than one mutually exclusive
project. The project with the highest Accounting Rate of Return is the one that should be
accepted.
For Aurora Textile, the Accounting Rate of Return is 0.32. This means the Company is
receiving less Net Income from the project than the book value of the equipment. Additionally,
when looking at each year individually, the ratio does not become greater than 1.0 until years 9
and 10 of the project. Assuming a 1% annual inflation, the Accounting Rate of Return is 0.35.
As a result, the project should be rejected using this decision rule alone. For the calculation of
the Accounting Rate of Return, see Exhibit 6.
Net Present Value
Net present value (NPV) is the difference between the present value of cash inflows and
the present value of cash outflows, which is a central tool for using the time value of money to
evaluate the potential of a long-term investment project. The calculation of present value of
cash inflows (PV) is based on discounted cash flow (DCF) analysis that uses future free cash flow
projections and discounts them using WACC. The calculation of NPV should take inflation and
returns into account. If the NPV of a project is positive, it should be accepted. Using a 10%
discount rate, the NPV of the resulting cash flows for this ten-year project is 14.24 million,
suggesting that the investment for purchasing a new ring-spinning machine, the Zinser 351,
would add huge value to the firm, see Exhibit 5. Assuming a 1% annual inflation, the NPV is
15.30 million. Even assuming that the project can last only four years and has a zero salvage
value––a sensitivity analysis, the calculated NPV is still positive value with 3.69 million (3.72
million if taking the inflation rate of 1% into account), see Exhibit 5. According to the NPV
analysis, the project may be accepted.
Internal Rate of Return
The internal rate of return (IRR) is a rate of return used in capital budgeting that makes the
net present value of all cash flows from a prospective project equal to zero, to measure the
profitability of an investment. Generally speaking, the higher a project's internal rate of return,
the more desirable it is to undertake the project. The calculated IRR for this project is 45.96%,
much higher than the discount rate of 10%, also demonstrating that it is desirable to undertake
this project, see Exhibit 6. Even if the project can last only four years, the IRR for Aurora Textile
is 31.41%, still indicating a feasible project, see Exhibit 6. Based on the analysis on the project’s
IRR, it is an acceptable investment.
Conclusion
Michael Pogonowski should purchase the Zinser 351 for the Hunter production facility.
The attached exhibits illustrate all decision rules assuming both no inflation and alternatively
assuming 1% inflation. The discount rate used is the 10% hurdle rate that the Company has
deemed appropriate for this type of replacement decision. When 1% inflation is calculated into
the cash flows, the discount rate is increased to 11% to maintain continuity between the cash
flow and discount rate. Additionally, our cash flows do not reflect the $15,000 spent on
marketing research or the $5,000 for engineering tests as these are sunk costs and should not
be weighed into the replacement decision.
The payback period is less than two years and the discounted payback period of 2.4095
is only slightly above the 2 year rule of thumb. The profitability index of 2.73 is greater than 1.
The average accounting rate of return (AARR) is 0.32, which is admittedly lower than most
companies would set as a target. However, the net present value of the company is positive
14.24 million, and the internal rate of return is 45.96%, which is greater than the discount rate
of 10%. Thus, all decision rules except for AARR indicate that replacement is a wise decision.
It is important to remember that external factors may also play a role in Michael’s
decision. For example, alterations to the assumptions about increases in sales volume,
decreases in return volume, and the adjustment for inflation could all greatly affect the decision
rule outcomes. Thus, Michael must be confident in all assumptions the Company is making.
Finally, our analysis shows that NPV and IRR indicate the replacement should be made if the
company can remain in operation for at least four years. Michael must be confident in the
continued operation of Aurora Textile Company when deciding to purchase the Zinser 351.