Capital Budgeting and Valuation with Leverage Flashcards
Capital budgeting
- Capital budgeting is the process of analysing investment opportunities and deciding which to accept.
- Three methods for capital budgeting with leverage and market imperfections are:
1. Weighted-Average Cost of Capital (WACC)
2. Adjusted Present Value (APV) Method
3. Flow to Equity Method
Assumptions of WACC
Assumptions:
– The firm maintains a constant debt-equity ratio and,
– The WACC remains constant over time
Adjusted present value method
A valuation method to determine the levered value of an investment by first calculating its unlevered value and then adding the value of the interest tax shield
- Calculate the value of the free cash flows using the
project’s cost of capital if it were financed without leverage. - Calculate the Tax Shield
- The firm’s unlevered cost of capital equals its pretax WACC because it represents investors’ required return for holding the entire firm (equity and debt).
- This argument relies on the assumption that the overall risk of the firm is independent of the choice of leverage.
- The tax shield will have the same risk as the firm if the firm maintains a target leverage ratio.
Target leverage ratio
– When a firm adjusts its debt proportionally to a project’s value or its cash flows (where the proportion need not remain constant).
– A constant market debt-equity ratio is a special case.
Discounting for the ITS
When the firm maintains a target leverage ratio, its future interest tax shields have similar risk to the project’s cash flows, so they should be discounted at the project’s unlevered cost of capital.
The Flow-To-Equity method
A valuation method that calculates the free cash flow available to equity holders taking into account all payments to and from debt holders.
- – The cash flows to equity holders are then discounted using the equity cost of capital.
Free cash flow to equity (FCFE)
- Free Cash Flow to Equity (FCFE)
– The free cash flow that remains after adjusting for interest payments, debt issuance, and debt repayments. - The first step in the FTE method is to determine the project’s free cash flow to equity.
Valuing equity cash flows
- Because the FCFE represent payments to equity holders, they should be discounted at the project’s equity cost of capital
– Given that the risk and leverage of the RFX project are the same as for Avco overall, we can use Avco’s equity cost of capital of 10.0% to discount the project’s FCFE
The value of the project’s FCFE represents the gain to shareholders from the project, and it is identical to the NPV computed using the WACC and APV methods.
FTE method advantages
- – It may be simpler to use when calculating the value of equity for the entire firm if the firm’s capital structure is complex and the market values of other securities in the firm’s capital structure are not known.
- – It may be viewed as a more transparent method for discussing a project’s benefit to shareholders by emphasizing a project’s implication for equity.
FTE disadvantage
One must compute the project’s debt capacity to determine the interest and net borrowing before capital budgeting decisions can be made.
Project based cost of capital
- In the real world, a specific project may have different market risk than the average project for the firm.
- In addition, different projects may vary in the amount of leverage they will support.
Determining the incremental leverage of a project
- To determine the equity or weighted average cost of capital for a project, the incremental financing that results if the firm takes on the project needs to be calculated.
In other words, what is the change in the firm’s total debt (net of cash) with the project versus without the project.
– Note: The incremental financing of a project need not correspond to the financing that is directly tied to the project.
Incremental financing
- The following important concepts should be considered when determining a project’s incremental financing
- – Cash Is Negative Debt
- – A Fixed Payout Policy Implies 100% Debt Financing
- – Optimal Leverage Depends on Project and Firm Characteristics
- – Safe Cash Flows Can Be 100% Debt Financed
Other Leverage policies
§ Constant interest coverage
§ Predetermined debt levels
Constant interest coverage ratio
When a firm keeps its interest payments equal to a
target fraction of its free cash flows
§ If the target fraction is k, then
Interest Paid in Year t = k x FCF t
With a constant interest coverage policy, the value of the interest tax shield is proportional to the project’s unlevered value.