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Problem 6-3 Assume that Wal-Mart Stores, Inc. has decided to surface and maintain for 10 years a vacant lot next to one of it

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Answer #1

Calculation of Present Value of Bid A.

Present value of initial cost = 11,600 * $5.75 = $66,700

Present value of maintenance cost (years 1–4) = 11,600 * $0.25 = $2,900
= $2,900 * PVAF 9% 4 years = $2,900 * (3.23972) = $9,395.19

Present value of resurfacing = $66,700 * PVF 9% 5 year
= $66,700 * 0.64993 = $43,350.33

Present value of maintenance cost (years 6–9) = $2,900 * (PVAF 9% 9 years - PVAF 9% 5 years)
= $2,900 * (5.99525 – 3.88965) = $6,106.24

Total Present value of outflows for Bid A = $66,700 + $9395.19 + $43350.33 + $6106.24 = $125,551.76

Calculation of Present value of Bid B.

Present value of initial cost = 11,600 * $10 = $116,000

Present value of maintenance cost (years 1–9) = 11,600 * $0.09 = $1,044
= $1,044 * PVAF 9% 9 years = $1,044 * (5.99525) = $6,259.04

Total Present Value of Outflows of Bid B = $116,000 + $6,259.04 = $122,259.04

Walmart should accept Bid B because the present value of outflows of Bid B is lower.

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