Financing And Valuation Chapter 19 Verified Test Bank nan

Principles of Corporate Finance, 13e (Brealey)

Chapter 19 Financing and Valuation

1) Capital budgeting projects that incorporate both investment and financing decision side effects can be properly analyzed by:

I) adjusting the project's present value (APV);

II) adjusting the project's discount rate (WACC);

III) relying only on MM Propositions I and II

A) I only

B) II only

C) III only

D) I and II only

2) To calculate the total value of the firm (V), one should rely on the

A) market values of debt and equity.

B) market value of debt and the book value of equity.

C) book values of debt and the market value of equity.

D) book values of debt and equity.

3) One should determine the after-tax weighted average cost of capital by

A) multiplying the weighted average after-tax cost of debt by the weighted average cost of equity.

B) adding the weighted average before-tax cost of debt to the weighted average cost of equity.

C) adding the weighted average after-tax cost of debt to the weighted average cost of equity.

D) dividing the weighted average before-tax cost of debt to the weighted average cost of equity.

4) One calculates the after-tax weighted average cost of capital (WACC) as

A) WACC = rD (D/V) + rE (E/V); (where V = D + E).

B) WACC = rD (1 − TC)(D/V) + rE (E/V); (where V = D + E).

C) WACC = rD (D/V) + rE (1 − TC)(E/V); (where V = D + E).

D) WACC = (1 − TC) × ( rD (D/V) + rE (E/V)); (where V = D + E).

5) While calculating the weighted average cost of capital, which values should one use for D, E, and V?

A) Book values

B) Liquidating values

C) Market values

D) Market value of debt and book value of equity

6) Given are the following data for Vinyard Corporation:

Calculate the proportions of debt (D/V) and equity (E/V) that you would use for estimating Vinyard's weighted average cost of capital (WACC).

A) 40 percent debt and 60 percent equity

B) 50 percent debt and 50 percent equity

C) 25 percent debt and 75 percent equity

D) 75 percent debt and 25 percent equity

7) Given are the following data for Golf Corporation:

Market price/share = $12; Book value/share = $10; Number of shares outstanding = 100 million; Market price/bond = $800; Face value/bond = $1,000; Number of bonds outstanding = 1 million. Calculate the proportions of debt (D/V) and equity (E/V) for Golf Corporation that you should use for estimating its weighted average cost of capital (WACC).

A) 40 percent debt and 60 percent equity

B) 50 percent debt and 50 percent equity

C) 45.5 percent debt and 54.5 percent equity

D) 66.7 percent debt and 33.3 percent equity

8)  Given are the following data: Cost of debt = rD = 6.0%; Cost of equity = rE = 12.1%; Marginal tax rate = 21%; and the firm has 50 percent debt and 50 percent equity. Calculate the after-tax weighted average cost of capital (WACC).

A) 8.42 percent

B) 7.1 percent

C) 9.0 percent

D) 5.9 percent

9) A firm has a total market value of $10 million while its debt has a market value of $4 million. What is the after-tax weighted average cost of capital if the before-tax cost of debt is 10 percent, the cost of equity is 15 percent, and the tax rate is 21 percent? (Round to the nearest decimal place).

A) 13.0 percent

B) 12.2 percent

C) 8.8 percent

D) 10.4 percent

10) Project M requires an initial investment of $25 million. The project is expected to generate $2.25 million in after-tax cash flow each year forever. If the weighted average cost of capital (WACC) is 9 percent, calculate the NPV of the project.

A) −2.5 million

B) +2.5 million

C) Zero

D) +2.1 million

11) Project M requires an initial investment of $25 million. The project is expected to generate $2.25 million in after-tax cash flow each year forever. Calculate the IRR for the project.

A) 10 percent

B) 9 percent

C) 8 percent

D) 7 percent

12) When using the weighted average cost of capital (WACC) to discount cash flows from a project, we assume the following:

I) The project's risks are the same as those of the firm's other assets and remain so for the life of the project.

II) The project supports the same fraction of debt to value as the firm's overall capital structure, and that fraction remains constant for the life of the project.

III) The cash flows from the project occur in perpetuity.

A) I only

B) II only

C) I and II only

D) I, II, and III

13) The following situations typically require that the financial manager value an entire business:

I) If firm A is about make a takeover offer for firm B, then A's financial managers have to decide how much the combined business A + B is worth under A's management.

II) If firm C is considering the sale of one of its divisions or a business line, it has to decide what the division or the business line is worth in order to negotiate with potential buyers.

III) When a firm goes public, the investment bank must evaluate how much the firm is worth in order to set the price.

A) I only

B) I and II only

C) III only

D) I, II, and III

14) When one uses the after-tax weighted average cost of capital (WACC) to value a levered firm, the interest tax shield is

A) not accounted for by the use of the WACC.

B) considered by deducting the interest payment from the cash flows.

C) automatically considered because the after-tax cost of debt is included within the WACC formula.

D) capitalized by the levered cost of equity.

15) Free cash flow (FCF) and net income (NI) differ in the following ways:

I) Net income accrues to shareholders, calculated after interest expense; free cash flow is calculated assuming all flows go to equity holders.

II) Net income is calculated after various noncash expenses, including depreciation; FCF adds back depreciation.

III) Capital expenditures and investments in working capital do not appear in net income calculations; they do reduce free cash flows.

IV) Net income is never negative; free cash flows can be negative for rapidly growing firms, even if the firm is profitable, because investments can exceed cash flows from operations.

A) I only

B) I and II only

C) I, II, and III only

D) I, II, III, and IV

16) Given are the following data for year 1:

Profits after taxes = $20 million; Depreciation = $6 million; Interest expense = $4 million; Investment in fixed assets = $12 million; Investment in working capital = $4 million. The corporate tax rate is 25 percent. Calculate the free cash flow (FCF) for year 1.

A) $4 million

B) $6 million

C) $8 million

D) $13 million

17) Given are the following data for year 1:

Profits after taxes = $14 million; Depreciation = $6 million; Interest expense = $6 million; Investment in fixed assets = $12 million; Investment in working capital = $3 million. The corporate tax rate is 25 percent. Calculate the free cash flow (FCF) for year 1.

A) $4 million

B) $9.5 million

C) $6 million

D) $7 million

18) Given are the following data for year 1:

Profit after taxes = $5 million; Depreciation = $2 million; Investment in fixed assets = $4 million; Investment net working capital = $1 million. Calculate the free cash flow (FCF) for year 1.

A) $7 million

B) $3 million

C) $11 million

D) $2 million

19) Consider the following data:

FCF1 = $7 million; FCF2 = $45 million; FCF3 = $55 million. Assume that free cash flow grows at a rate of 4 percent for year 4 and beyond. If the weighted average cost of capital is 10 percent, calculate the value of the firm.

A) $953.33 million

B) $801.12 million

C) $716.25 million

D) $736.02 million

20) Consider the following data:

FCF1 = $20 million; FCF2 = $20 million; FCF3 = $20 million. Assume that free cash flow grows at a rate of 5 percent for year 4 and beyond. If the weighted average cost of capital is 12 percent, calculate the value of the firm.

A) $300 million

B) $261.57 million

C) $213.53 million

D) $238.69 million

21) Consider the following data for Kriya Company:

A constant growth rate of 4 percent is sustained forever after year 3. The weighted average cost of capital is 10 percent.

Calculate the value of the firm.

A) $90.4 million

B) $104 million

C) $82.6 million

D) $83.3 million

22) Consider the following data for Kriya Company:

A constant growth rate of 4 percent is sustained forever after year 3. The weighted average cost of capital is 10 percent.

Calculate the present value of the horizon value. (Assume that the horizon value includes the 6.24M FCF in year 4.)

A) $90.4 million

B) $104 million

C) $78.1 million

D) $75.1 million

23) Given are the following data for Outsource Company: PV (of FCFs for years 1-3) = $35 million; PV (horizon value) = $65 million. Calculate the value of the firm.

A) $100 million

B) $65 million

C) $30 million

D) $170 million

24) Given are the following data for Outsource Company: PV (of FCFs for years 1-3) = $35 million; PV (horizon value) = $65 million. Suppose that the market value of the debt = $30 million. Calculate the total market value of equity of the firm.

A) $100 million

B) $70 million

C) $30 million

D) $35 million

25) Given are the following data for Outsource Company: PV (of FCFs for years 1–3) = $35 million; PV (horizon value) = $65 million. Suppose that the market value of the debt = $30 million and the number of shares outstanding = 5 million. Calculate the share price.

A) $20

B) $14

C) $13

D) $6

26) The flow-to-equity method uses:

I) cash flows to equity, after interest and after taxes;

II) the cost of equity capital as the discount rate;

III) the weighted average cost of capital for discount rate;

IV) after-tax cash flows without considering interest and dividend payments

A) I and II only

B) II and III only

C) I and III only

D) II and IV only

27) The flow to equity method provides an accurate estimate of the value of a firm if

A) the debt-equity ratio remains constant for the life of the firm.

B) amount of debt remains constant for the life of the firm.

C) free cash flows remain constant for the life of the firm.

D) the firm's financial leverage changes significantly over the life of the firm.

28) If a firm has preferred stock, the after-tax weighted average cost of capital (WACC) equals

A) rD (D/V) + rP (P/V) + rE (E/V); (where V = D + P + E).

B) rD (1 − TC)(D/V) + rP (P/V) + rE (E/V); (where V = D + P + E).

C) rD (D/V) + (1 − TC)[rP (P/V) + rE (E/V)]; (where V = D + P + E).

D) (1 − TC)[rD (D/V) + rP (P/V) + rE (E/V)]; (where V = D + P + E).

29) A firm finances itself with 30 percent debt, 60 percent common equity, and 10 percent preferred stock. The before-tax cost of debt is 5 percent, the firm's cost of common equity is 15 percent, and that of preferred stock is 10 percent. The marginal tax rate is 30 percent. What is the firm's weighted average cost of capital?

A) 10.05 percent

B) 11.05 percent

C) 12.50 percent

D) 10.75 percent

30) A firm uses $30 million of debt, $10 million of preferred stock, and $60 million of common equity to finance its assets. If the before-tax cost of debt is 8%, cost of preferred stock is 10%, and the cost of common equity is 15%, calculate the weighted average cost of capital for the firm assuming a tax rate of 21%.

A) 12.4%

B) 11.9%

C) 10.84%

D) 19.27%

31) Financial practitioners usually include short-term debt in WACC calculations if

I) short-term debt is at least 10% of total liabilities;

II) short-term debt is at least 10% of the total assets;

III) net working capital is negative;

IV) net working capital is positive

A) I and IV only

B) I and III only

C) II and IV only

D) II and III only

32) Lowering the debt-equity ratio of the firm can change the firm's

I) financial leverage;

II) cost of equity;

III) cost of debt;

IV) effective tax rate

A) II and III only

B) I only

C) I, II, and III only

D) I, II, III, and IV

33) The Miles-Ezzell formula for the adjusted cost of capital assumes that

A) the firm rebalances its debt ratio only once per year.

B) the project cash flow is a perpetuity.

C) the project's risk is a carbon copy of the firm's risk.

D) MM's Proposition I corrected for taxes holds (i.e., T* = TC).

34) Mirion, Inc., has a debt-equity ratio of 50 percent, with no preferred stock. However, Mirion now plans to raise enough preferred stock to retire half of its outstanding common stock. Its common equity is currently valued at $7 million. Which of the following choices displays Mirion's market value capital structure, in market values (i.e., V = D + P + E), after the preferred stock issue?

A) 10.5[V] = 3.5[E] + 3.5[P] + 3.5[D].

B) 10.5[V] = 7 [E] + 3.5[P] + 0[D].

C) 14[V] = 3.5[E] + 3.5[P] + 7[D].

D) 14[V] = 7[E] + 3.5[P] + 3.5[D].

35) Mirion Tech, Inc., has rE of 12%, an rD of 6%, at a debt-equity ratio of 0.50. Mirion plans to raise enough preferred stock to retire half of their outstanding common stock, which currently has a market value of $7 million. If the preferred stock has an expected rate of return of 10%, what is the new WACC? (Assume a 21% marginal corporate tax rate and that rD remains at 6%.)

A) 14.23%

B) 11.02%

C) 9.58%

D) 6.60%

36) A firm has debt beta of 0.2 and an asset beta of 1.9. If the debt-equity ratio is 75 percent, what is the levered equity beta?

A) 1.90

B) 3.18

C) 2.42

D) 2.63

37) Johnston Company has a 7 percent cost of debt, a 50 percent debt ratio, and a 15 percent cost of equity. The marginal tax rate is 25 percent. What is Johnston's WACC if it were 100 percent equity financed?

A) 11 percent

B) 10.13 percent

C) 7.50 percent

D) 15 percent

38) Which of the following is an important assumption required if using the WACC formula?

A) Companies rebalance their capital structure to maintain a constant debt ratio.

B) WACC must be used on public companies with actively traded securities.

C) Management bonuses must be added back to free cash flows.

D) The firm cannot issue any further debt without adjusting its WACC.

39) The opportunity cost of capital, used to calculate the base-case for adjusted present value analyses, can be thought of as

A) the promised yield rather than the expected yield of an investment.

B) the rate corresponding to an average debt level among firms in the industry.

C) the WACC of an all-equity financed version of the firm.

D) the return on the opportunities exploited by a firm's competitors.

40) The Granite Paving Company is all-equity financed and has the following free cash flows in years 1−4: $3 million ($3M); $3.7M; $4M; $4.2M. After year 4, the firm is expected to grow at a sustainable rate of 3 percent per annum. With a WACC of 12 percent, what is the horizon value in year 4 of Granite Paving Co?

A) $4.3M

B) $4.2M

C) $46.7M

D) $48.1M

41) The 1-year bonds of Casino, Inc., have a 12 percent coupon rate and trade in the market at a yield of 14 percent. There is a 5 percent chance that Casino will default and pay nothing. What cost of debt should be used in Casino's WACC?

A) 14 percent

B) 8.3 percent

C) 12 percent

D) 9.1 percent

42) The Modigliani-Miller (MM) formula for the after-tax discount rate, for the case of fixed perpetual debt, is given by

A) rMM = r(1 − TCD/V).

B) rMM = r(1 + TCD/V).

C) rMM = r/(1 − TCD/V).

D) rMM = r/(1 + TCD/V).

43) Flotation costs are incorporated into the APV framework by

A) adding them to the all-equity value of the project.

B) subtracting them from the all-equity value of the project.

C) incorporating them into the WACC.

D) Flotation costs should not be included into APV.

44) What effect will subsidized loans have?

A) They will increase the APV of a project.

B) They will decrease the APV of a project.

C) They will not affect APV.

D) None of the options.

45) The MFC Corporation needs to raise $200 million for its mega project. The NPV of the project using all-equity financing is $40 million. If the cost of raising funds for the project is $20 million, what is the APV of the project?

A) $40 million

B) $240 million

C) $20 million

D) $160 million

46) The MFC Corporation has decided to build a new facility. It estimates the cost of the facility at $9.7 million. MFC wishes to finance this project using its traditional debt-to-equity ratio of 1.5. The issue cost of equity is 6 percent, and the issue cost of debt is 1 percent. What is the total flotation cost of raising funds?

A) $300,000

B) $100,000

C) $600,000

D) $970,000

47) A project costs $15 million and is expected to produce cash flows of $3 million a year for 10 years. The opportunity cost of capital is 14 percent. If the firm has to issue stock to undertake the project and issue costs are $500,000, what is the project's APV?

A) −$352,000

B) $148,350

C) $648,350

D) $952,000

48) A project costs $7 million and is expected to produce cash flows of $2 million per year for 10 years. The opportunity cost of capital is 16 percent. If the firm has to issue stock to undertake the project and issue costs are $0.5 million, what is the project's APV?

A) $9.67 million

B) $2.17 million

C) $1.67 million

D) $0.67 million

49) A project costs $14 million and is expected to produce cash flows of $4 million per year for 15 years. The opportunity cost of capital is 20 percent. If the firm has to issue stock to undertake the project and issue costs are $1 million, what is the project's APV?

A) $3.7 million

B) $4.5 million

C) $4.7 million

D) $3 million

50) The BSC Co. was planning to raise $2.5 million in perpetual debt at 11 percent. However, they just received an offer from the governor of a nearby state to raise the financing for them at 8 percent if they locate a new facility in that state. What is the total value added from debt financing if the tax rate is 34 percent and the state subsidizes the loan for the company?

A) $2.5 million

B) $1.2 million

C) $1.3 million

D) $0.9 million

51) The APV method includes the NPV of a project assuming all-equity financing and then adds in the NPV of financing effects. The financing effects are

A) tax subsidy of dividends, cost of issuing new securities, subsidies of financial distress, and cost of debt financing.

B) cost of issuing new securities, cost of financial distress, tax subsidy of debt, and other subsidies.

C) cost of issuing new securities, cost of financial distress, tax subsidy of dividends, and cost of debt financing.

D) subsidies of financial distress, tax subsidy of debt, cost of other debt financing, and cost of issuing new securities.

52) The APV method is most useful in analyzing

A) large international projects.

B) domestic projects.

C) small projects.

D) projects having the same risk as the firm.

53) The APV method should be used

A) when the project's level of debt is known over the life of the project.

B) when the project's target debt to value ratio is constant over the life of the project.

C) when the project's debt financing is unknown over the life of the project.

D) when the level of debt doesn't change over the life of the firm.

54) In the case of large international investments, the project might include

I) custom-tailored project financing;

II) special contracts with suppliers;

III) special contracts with customers;

IV) special arrangements with governments

A) I and II only

B) I, II, and III only

C) I, II, III, and IV

D) IV only

55) Which of the following statements regarding guarantees and government restrictions on international projects is (are) true?

I) The value of the guarantees is added to the APV.

II) The value of the guarantees is subtracted from the APV.

III) The value of the government restrictions is added to the APV.

IV) The value of the government restrictions is subtracted from the APV.

A) I and III only

B) II and III only

C) II and IV only

D) I and IV only

56) A firm has issued $5 par value preferred stock that pays a $0.80 annual dividend. The stock currently sells for $9.50. In calculating WACC, what should one use for the value of the firm's preferred stock?

A) $0.80

B) $4.20

C) $5.00

D) $9.50

57) A firm has a project with an NPV of −$52 million. If it has access to risk-free government financing that can create a permanent annual tax shield of $5 million, what is the APV of the project assuming the risk-free interest rate is 6 percent?

A) −$52 million

B) $5 million

C) $31 million

D) $83 million

58) APV = NPV(base-case assuming all equity financing) − NPV(financing decisions caused by project financing).

59) The MM formula for the adjusted cost of capital takes into consideration only the effect of the interest tax shield on permanent debt.

60) The WACC formula calculates the cost of capital for the "average risk" project.

61) When calculating the WACC for a firm, one should use the book values of debt and equity.

62) Discounting free cash flows at the WACC assumes that debt is rebalanced every period to maintain a constant ratio of debt to market value of the firm.

63) One can estimate the value of a firm by calculating the present value of free cash flows using the WACC (weighted average cost of capital) for the discount rate.

64) The total value of a firm is the present value of its free cash flows minus the present value of its horizon value.

65)  If expected long-term growth is constant, the firm's horizon value at period H is given by PVH = (FCFH + 1)/(WACC − g).

66) The computation of a firm's WACC does not change after it issues preferred stock.

67) The market value of short-term debt is very close to the book value of debt for healthy firms.

68) Adjusted present value is equal to base-case NPV plus the sum of the present values of any financing side effects.

69) The APV method can be used for valuing entire businesses.

70) Generally, subsidized loans decrease the APV of a project.

71) Generally, APV is not suitable for international projects.

72) Generally, the imposition of government restrictions increases the APV of a project.

73) Enterprise zone subsidies, a government program that provides financial incentives to make investments in a specific location, increase APV.

74) Government loan guarantees for firms may increase APV by reducing bankruptcy risk.

75) In the second step of the 3-step process to adjust WACC when debt ratios change, one should use the following formula: rE = r + (r − rD) × (D/V).

76) Discuss the advantages and limitations of using the weighted average cost of capital as a discount rate to evaluate capital budgeting projects.

77) Discuss why WACC is used most often by managers to make capital budgeting decisions.

78) Briefly explain how WACC can be used for valuing a business.

79) Briefly explain how the firm's equity beta changes with changes in its debt-equity ratio when taxes are considered.

80) Under which circumstances would it be better to use the adjusted present value approach versus the WACC approach?

81) Briefly explain how APV can be used for valuing a business.

82) What discount rate should be used for calculating the present value of safe, nominal cash flows?

83) What method would you tend to use for evaluating international projects?

84) What are some of the additional factors that have to be considered when analyzing an international project? Briefly explain.

85) "Urban renewal can be assisted by the provision of government tax and loan incentives to businesses, despite the existence of negative NPV projects." Explain why this may be true.