18.4 The Flow-to-Equity Method
1) Which of the following statements is FALSE?
A) In the flow-to-equity valuation method, the cash flows to equity holders are then discounted using
the weighted average cost of capital.
B) In the WACC and APV methods, we value a project based on its free cash flow, which is computed
ignoring interest and debt payments.
C) In the flow-to-equity (FTE) valuation method, we explicitly calculate the free cash flow available to
equity holders taking into account all payments to and from debt holders.
D) The first step in the FTE method is to determine the project’s free cash flow to equity (FCFE).
2) Which of the following statements is FALSE?
A) The project’s free cash flow to equity shows the expected amount of additional cash the firm will
have available to pay dividends (or conduct share repurchases) each year.
B) The value of the project‘s FCFE should be identical to the NPV computed using the WACC and APV
methods.
C) The value of the project’s FCFE represents the gain to shareholders from the project.
D) Because interest payments are deducted before taxes, we adjust the firm’s FCF by their before–tax
cost.
3) Which of the following statements is FALSE?
A) If the debt-equity ratio changes over time, the risk of equity – and, therefore, its cost of capital – will
change as well.
B) The FTE method can offer an advantage 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.
C) The FTE approach does not have the same disadvantage associated with the APV approach. We
don’t need to compute the project’s debt capacity to determine interest and net borrowing before we can
make the capital budgeting decision.
D) The WACC and APV methods compute the firm’s enterprise value, so that a separate valuation of
the other components of the firm’s capital structure is needed to determine the value of equity.