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To finance some manufacturing tools it needs for the next 4 years, Waldrop Corpo

ID: 2649128 • Letter: T

Question

To finance some manufacturing tools it needs for the next 4 years, Waldrop Corporation is considering a leasing arrangement.

Waldrop Corporation has no use for the machine beyond the expiration of the lease, and the machine has an estimated residual value of $250,000 at the end of the 4th year.

The machinery falls into the MACRS 3-year class. The MACRS allowance factors are 0.3333, 0.4445, 0.1481, and 0.0741 for Year 1, 2, 3, 4, respectively.

It can borrow $1.47 million, the purchase price, at an interest rate of 15% and buy the tools, or it can make four (4) equal end-of-year lease payments of $400,000 each and lease them.

The loan obtained from the bank is a 4-year simple interest loan, with interest paid at the end of each year for four years and the principal repaid at Year 4.

The firm's tax rate is 40%.

Under either the lease or the purchase, Waldrop Corporation must pay for insurance, property taxes, and maintenance.

What is the net advantage to leasing (NAL)?

Explanation / Answer

Present value of Costs under lease option

End-of-year lease payments (Net of Tax)

Present value of Costs under lease option

Present value of Costs under Purchase option

Total cost = A +B -C -D

Present value of Costs under Purchase option

Calculation of Net Advantage from lease (NAL) Discounting factor= Interest rate *(1-tax) = 15% * (1-0.40) =9%

Present value of Costs under lease option

Year 0 Year 1 Year 2 Year 3 Year 4

End-of-year lease payments (Net of Tax)

$                   -   $ 240,000.00 $    240,000.00 $ 240,000.00 $      240,000.00 400000* (1-0.40) PVF (9%)          1.000000          0.917431            0.841680          0.772183              0.708425 PV = Amount * PVF $                   -   $ 220,183.49 $    202,003.20 $ 185,324.04 $      170,022.05

Present value of Costs under lease option

$ 777,532.77

Present value of Costs under Purchase option

Year 0 Year 1 Year 2 Year 3 Year 4 Payament of loan Principal (A) $ 1,470,000.00 Payment of interest (Net of tax) (B) $ 132,300.00 $    132,300.00 $ 132,300.00 $      132,300.00 1470000*15% = 220500*(1-0.40) =132300 Tax Saving on depreciation : Depreciation factor               0.3333                0.4445               0.1481                  0.0741 Depreciation =1470000* Dep. Factor $ 489,951.00 $    653,415.00 $ 217,707.00 $      108,927.00 Tax Saving on depreciation =Dep * 40% (C) $ 195,980.40 $    261,366.00 $    87,082.80 $        43,570.80 Salvage value (Net of tax) =250000* (1-0.40) (D) $      150,000.00

Total cost = A +B -C -D

$                   -   $ (63,680.40) $ (129,066.00) $    45,217.20 $ 1,408,729.20 PVF (9%)          1.000000          0.917431            0.841680          0.772183              0.708425 PV = Amount * PVF $                   -   $ (58,422.39) $ (108,632.27) $    34,915.97 $      997,979.28

Present value of Costs under Purchase option

$ 865,840.60 Net Advantage from lease (NAL) $    88,307.83 Purchase option cost - Lease option cost = 865840.6 - 777532.77