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Fund.finance Lecture 8 Capital Structure

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Capital structure_Cost of Capital Lecture 12-0
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Page 1: Fund.finance Lecture 8 Capital Structure

8/13/2019 Fund.finance Lecture 8 Capital Structure

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Capital

structure_Cost ofCapital

Lecture

12-0

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Agendas

Capital structureWeighted Average Cost of Capital (WACC)Calculating WACCMeasuring Capital StructureCalculating Required Rates of ReturnFirm vesus Project

12-1

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What’s the Big Idea?

• Earlier lectures on capital budgeting focusedon the appropriate size and timing of cash

flows.

• This lecture discusses the appropriate

discount rate when cash flows are risky.

12-2

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Capital structure

Capital Structure - The firm’s mix of long termdebt financing and equity financing.

12-3

Cost of Capital - The return thefirm’s investors could expect to earnif they invested in the securities

having comparable degrees of risk.

Cost ofequity

Cost ofpreferred

stock

Cost ofdebts (bank

loans)

Cost ofdebts

(bonds)

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WACC (Weighted average cost of capital

Weighted Average Cost of Capital (WACC) –

Company cost of capital = Weighted average of debtand equity returns.

12-4

[ ] [ ]WACC = x (1 - Tc)r + x r DV debt

EV equity

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WACC

• The Weighted Average Cost of Capital (WACC) isgiven by:

• It is because interest expense is tax-deductible thatwe multiply the last term by (1 – TC)

12-5

r WACC =

Equity + Debt

Equity × r Equity +

Equity + Debt

Debt × r Debt × (1 – T C )

r WACC = S + B

S× r S + S + B

B× r B × (1 – T C )

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WACC (Cont.)

• Taxes are an important consideration in thecompany cost of capital because interestpayments are deducted from income before

tax is calculated.

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WACC (Cont.)

Three Steps to Calculating Cost of Capital

12-7

1. Calculate the weight of eachfinancing sourse as a proportion of thefirm’s market value.

2. Determine the required rate ofreturn on each security (financingsource).

3. Calculate a weighted average ofthese required returns (WACC).

[ ] [ ]WACC = x (1 - Tc)r + x r DV debt

EV equity

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WACC (Cont.)

12-9

Example - continuedStep 1

Firm Value = 4 + 2 + 6 = $12 milStep 2

Required returns are givenStep 3

[ ] ( ) ( )WACC = x(1-.35).06 + x.12 + x.18=.123 or 12.3%

412

212

612

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Measuring Capital Structure

12-10

• In estimating WACC, do not use the Book

Value of securities.

• In estimating WACC, use the Market Value ofthe securities.

• Book Values often do not represent the truemarket value of a firm’s securities.

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Measuring Capital Structure (Cont.)

12-11

Market Value of Bonds - PV of all couponsand par value discounted at the current

interest rate.

Market Value of Equity - Market price per

share multiplied by the number ofoutstanding shares.

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Measuring Capital Structure (Cont.)

12-12

If the long term bonds pay an8% coupon and mature in 12

years, what is their marketvalue assuming a 9% YTM?

Big Oil Book Value Balance Sheet (mil)Bank Debt 200$ 25.0%LT Bonds 200$ 25.0%Common Stock 100$ 12.5%

Retained Earnings 300$ 37.5%Total 800$ 100%

70.185$09.1

216....09.1

1609.1

1609.1

161232 PV

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Measuring Capital Structure (Cont.)

12-13

Big Oil MARKET Value Balance Sheet (mil)Bank Debt (mil) 200.0$ 12.6%

LT Bonds 185.7$ 11.7%Total Debt 385.7$ 24.3%Common Stock 1,200.0$ 75.7%Total 1,585.7$ 100.0%

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Cost of Capital

12-14

Cost of Capital - The returnthe firm’s investors could

expect to earn if theyinvested in the securities

having comparable degreesof risk.

Cost of equity

Cost ofpreferred stock

Cost of debts(bank loans)

Cost of debts(bonds)

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The Cost of Equity

• From the firm’s perspective, using CAPM to estimate theexpected return that is the Cost of Equity Capital:

• To estimate a firm’s cost of equity capital, we need to knowthree things:

12-15

)( F M i F i R R β R R -

1. The risk-free rate, R F

F M R R - 2. The market risk premium,

2 ,

) (

) , (

M

M i

M

M i i σ

σ

R Var

R R Cov β 3. The company beta,

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The Cost of Equity - Example

• Suppose the stock of Stansfield Enterprises, a publisher ofPowerPoint presentations, has a beta of 2.5. Assume a risk-free rate of 5-percent and a market risk premium of 10-percent.

• What is the appropriate discount rate for an expansion ofthis firm?

12-16

)( F M

i F R R

β R R -

% 10 5 . 2 % 5 R

% 30 R

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Cost of equity (Cont.)

Dividend Discount Model Cost of EquityPerpetuity Growth Model =

solve for r e

P =Div

r - g01

e

r =Div

P + ge 1

0

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Cost of preferred stocks

Expected Return on Preferred StockPrice of Preferred Stock =

solve for preferred

P =Div

r 0

1

preferred

r = DivP preferred

1

0

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Cost of debts

Bonds r = YTMd

Bank loans: interest rate banks charge

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The Firm versus the Project

• Any project’s cost of capital depends on theuse to which the capital is being put —not thesource, meaning that take risk into account

• Therefore, it depends on the r i sk o f thepro jec t and not the risk of the c o m p a n y .

12-20

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Relationship Between Risk & ExpectedReturn

10-22

E x p e c t e

d r e t u r n

b

) ( β F M i F i R R R R -

F R 1.0

M R Security market line

(SML)

CAPM - Theory of the relationship between risk and return whichstates that the expected risk premium on any security equals its

beta times the market risk premium.

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Capital Budgeting & Project Risk (Cont.)

12-23

Project IRR

Project’s risk ( b)

17%

1.3 2.00.6

r = 4% + 0.6 ×(14% – 4% ) = 10%10% reflects the opportunity cost of capital on an investment in

electrical generation, given the unique risk of the project.

10%

24% Investments in harddrives or auto retailingshould have higherdiscount rates.

SML

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Capital Budgeting & Project Risk (Cont.)

A firm that uses one discount rate for all projects may overtime increase the risk of the firm while decreasing its value.

12-24

P r o

j e c t I R R

Firm’s risk (beta)

SML

r f

b FIRM

Incorrectly rejected positive NPV projects

Incorrectly acceptednegative NPV projects

WACC )( F M FIRM F R R β R -

The SML can tell us why:

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Capital Budgeting & Project Risk (Cont.)

An all-equity firm should accept a project whose IRR exceedsthe cost of equity capital and reject projects whose IRRs fallshort of the cost of capital.

12-26

P r o

j e c t

I R R

Firm’s risk (beta)

SML

5%

Good project

Bad project

30%

2.5

A

B

C

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Estimating IP’s Cost of Capital (WACC)

• The industry average beta is 0.82; the risk free rateis 8% and the market risk premium is 8.4%.

• Thus the cost of equity capital is

12-27

r S = R F + b i × ( R M – R F )

= 3% + 0.82 ×8.4%= 9.89%

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Estimating IP’s Cost of Capital (WACC)

• The yield on the company’s debt is 8% and the firm is in the37% marginal tax rate.

• The debt to value ratio is 32%

12-28

8.34% is International’s cost of capital. It should be used todiscount any project where one believes that the project’s risk isequal to the risk of the firm as a whole, and the project has the

same leverage as the firm as a whole

= 0.68 × 9.89% + 0.32 × 8% × (1 – 0.37)

= 8.34%

r WACC = S + BS × r S + S + BB × r B × (1 – T C )


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