Question

In: Finance

Solve with financial calculator, not exel. Please include steps 1. Emerald Isle is an on-line retailer...

Solve with financial calculator, not exel. Please include steps

1. Emerald Isle is an on-line retailer in California that is considering a new six-year expansion project that would greatly increase its capacity to import and distribute high quality hand-made items from Ireland. The project will require an initial fixed asset investment of $1.6 million. The fixed asset will be depreciated straight–line to zero over its six-year tax life. The fixed asset will have a market value of $250,000 at the end of the project. The project will also require an initial investment in net working capital of $200,000 that will be returned at the end of the project. The project is estimated to generate $1,450,000 in annual sales with costs of $950,000. The tax rate for the firm is 30%. The required return for firm investments is 15%. What is the NPV of this project? What is the IRR?

Solutions

Expert Solution

Year (t) Value of Asset Depreciation (straight line)D : asset/6 Salvage value Net Working Capital (NWC) Annual sale Annual Cost Before Tax cash Flow (BTCF) = (Annual sales -Cost + Salvage value) Taxable Income = (BTCF - depreciation) Income taxes = (Taxable Income *30%) After tax cash flow (ATCF) = (BTCF - Income tax) PV of after tax cash flow @15%= ATCF/ (1+15%)^t
0 $1,600,000 N/A $200,000 0 0 -$1,800,000 -$1,800,000.00
1 $266,666.67 $1,450,000 $950,000 $500,000 $233,333 $70,000 $430,000 $373,913.04
2 $266,666.67 $1,450,000 $950,000 $500,000 $233,333 $70,000 $430,000 $325,141.78
3 $266,666.67 $1,450,000 $950,000 $500,000 $233,333 $70,000 $430,000 $282,731.98
4 $266,666.67 $1,450,000 $950,000 $500,000 $233,333 $70,000 $430,000 $245,853.90
5 $266,666.67 $1,450,000 $950,000 $500,000 $233,333 $70,000 $430,000 $213,786.00
6 $266,666.67 $250,000 $200,000 $1,450,000 $950,000 $750,000 $483,333 $145,000 $805,000 $348,023.71
NPV (sum of PVs) -$10,549.59
IRR 14.80%

Project is not viable as NPV is negative and IRR is below the required rate of return

Formulas used in excel calculation:


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