Focus: Comparison between leasing and buying a machine.
Goal: Determine the cheaper option between leasing and buying by setting up cash flows and calculating the present value of costs.
Example Scenario:
Machine Cost: $100,000 if bought.
Lease Cost: $35,000 per year, payable at the start of each year.
Duration: 4 years.
Scrap Value: $10,000 if bought.
Interest Cost: 7% after-tax interest cost for borrowing money.
Tax Rate: 30% payable one year after the financial year-end.
Capital Allowances: 25% reducing balance.
Approach to the Decision:
Set Up Cash Flows:
Lease Payments: Considered at the start of each period (time 0, 1, 2, 3).
Buying: Immediate $100,000 cost at time 0, with $10,000 scrap value in year 4.
Tax Implications:
Lease payments reduce taxable income, leading to tax savings.
Tax savings from lease payments are calculated as 30% of $35,000 = $10,500 per year.
Timing of tax savings is critical:
Calculated end of accounting year; realized one year later (e.g., first saving at time 2 for initial payment).
Capital Allowances:
Calculated at purchase (e.g., year ended December 2016).
Tax effect of capital allowance occurs one year later.
Present Value Calculation:
Leasing:
Cash outflows: -$35,000, net -$24,500 annually.
Tax savings inflow of $10,500 starts from time 2.
Total present value of leasing = -$93,607.
Buying:
Cash outflow: -$100,000 initially, with $10,000 inflow in year 4.
Capital allowance savings reduce net cost.
Total present value of buying = -$69,960.
Decision:
Cheapest Option: Buying the machine (lower present value cost of $69,960 vs leasing $93,607).
Additional Notes:
Tax Timing Complexity: Primary challenge due to timing of tax effects.
Discount Rate: Use after-tax interest cost for discounting (7% in this case).
General Rule for Tax Timing:
First cash flow first day of accounting period: tax effect at time 2.
First cash flow last day of accounting period: tax effect at time 1.
Conclusion:
The leasing vs buying decision involves careful consideration of cash flows, tax implications, and present value calculations to determine the most cost-effective option.
Understanding and applying the correct timing for tax savings is crucial in making an informed decision.