When a business needs an asset — say a delivery truck or a CNC machine — it faces a classic question: lease it or buy it outright (usually by borrowing)?
The Lease vs Buy decision is a financing decision, not an investment decision. You've already decided the asset is needed. The only question is: which way of financing it costs less on a present-value basis? Both options involve periodic cash outflows. Buying means loan installments (principal + interest). Leasing means lease rentals. You compare these on an after-tax, present-value basis, discounting at the after-tax cost of debt. Why this rate? Because both options are debt-like — they involve contractual, certain payments. If the loan rate is 10% and tax rate is 30%, after-tax cost of debt = 10% × (1 − 0.30) = 7%. Do NOT use WACC here — that's a very common exam mistake.
Buy Option — Net Outflows: Loan repayment (principal + interest) minus tax saving on interest minus depreciation tax shield (= Depreciation × Tax Rate). If there's a salvage value, deduct its PV too — you get it back because you own the asset.
Lease Option — Net Outflows: Lease rental minus tax saving on lease rental (fully deductible as business expense). No depreciation benefit. No salvage value.
Decision Rule: Compute PV of net outflows under each option at the after-tax cost of debt. The option with lower PV = better choice. Equivalently, use NAL (Net Advantage to Leasing):
- NAL = PV of Buy Outflows − PV of Lease Outflows
- NAL > 0 → Lease is cheaper ✓
- NAL < 0 → Buy is cheaper ✓
This topic consistently appears as a 10–12 mark numerical in FM papers. Examiners often provide a loan amortization schedule and expect you to compute after-tax outflows year by year, discount them, and compare. Master the layout cold and you're guaranteed those marks.