To finance some manufacturing tools it needs for the next 3 years, Waldrop Corporation is considering a leasing arrangement. The tools will be obsolete and worthless after 3 years. The firm will depreciate the cost of the tools on a straight-line basis over their 3-year life. It can borrow $4,800,000, the purchase price, at 10% and buy the tools, or it can make 3 equal end-of-year lease payments of $2,100,000 each and lease them. The loan obtained from the bank is a 3-year simple interest loan, with interest paid at the end of the year. The firm's tax rate is 40%. Annual maintenance costs associated with ownership are estimated at $240,000, but this cost would be borne by the lessor if it leases. What is the net advantage to leasing (NAL), in thousands? (Suggestion: Delete 3 zeros from dollars and work in thousands.)
Please show all steps and calculations.
After Tax kD = r x (1 - t) = 10% x (1 - 0.40) = 6%
Depreciation per year = Cost / 3 = $4,800/3 = $1,600
Tax Saving from Depreciation = Dep. x t = $1,600 x 0.4 = $640
Lease Payment = $2,100
Salvage Value = $0
0 | 1 | 2 | 3 | |
Cost of Owning: | ||||
Interest | -480 | -480 | -480 | |
Interest tax Saving | 192 | 192 | 192 | |
Maintenance | -240 | -240 | -240 | |
Maintenance Tax Saving | 96 | 96 | 96 | |
Depre Tax Saving | 640 | 640 | 640 | |
Repayment of Loan | -4,800 | |||
Net Cash loan costs | 208 | 208 | -4,592 | |
PV of Cost of Owning | -3,474 | |||
Cost of Leasing: | ||||
Lease Payment | -2,100 | -2,100 | -2,100 | |
Tax Savings from lease | 840 | 840 | 840 | |
Net Cash Lease Costs | -1,260 | -1,260 | -1,260 | |
PV Cost of Leasing (6%) | -3,368 | |||
NAL = PV Cost of Owning - PV Cost of Leasing = -3,474 - (-3,368) = -106
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