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Principles of
                    Chapter 17                     Corporate Finance
                                                             Tenth Edition




           Does Debt Policy
               Matter?


                                                               Slides by
                                                           Matthew Will



McGraw-Hill/Irwin                Copyright © 2011 by the McGraw-Hill Companies, Inc. All rights reserved.
17-2


          Topics Covered
 Financial Leverage in a Competitive Tax
  Free Environment
 Financial Risk and Expected Returns
 The Weighted Average Cost of Capital
 A Final Word on After Tax WACC
17-3


M&M (Debt Policy Doesn’t Matter)
 Modigliani & Miller
  – When there are no taxes and capital markets
    function well, it makes no difference whether
    the firm borrows or individual shareholders
    borrow. Therefore, the market value of a
    company does not depend on its capital
    structure.
17-4


  M&M (Debt Policy Doesn’t Matter)
Assumptions
 By issuing 1 security rather than 2, company
  diminishes investor choice. This does not reduce
  value if:
   – Investors do not need choice, OR
   – There are sufficient alternative securities
 Capital structure does not affect cash flows e.g...
   – No taxes
   – No bankruptcy costs
   – No effect on management incentives
17-5


M&M (Debt Policy Doesn’t Matter)

 Dollar Investment Dollar Return
      .01VU         .01 × Profits




                     Dollar Investment        Dollar Return
             Debt         .01D L              .01× Interest
            Equity        .01E L         .01× ( Profits - Interest)
            Total      .01(D L + E L )         .01× Profits
                          = .01VL
17-6


M&M (Debt Policy Doesn’t Matter)

  Dollar Investment        Dollar Return
       .01E L         .01 × ( Profits - interest)
   = .01(VL − DL )




                         Dollar Investment               Dollar Return
           Borrowing           − .01D L                  - .01 × Interest
             Equity              .01VU                    .01 × Profits
             Total          .01(VU + D L )          .01 × ( Profits - Interest)
17-7



  M&M (Debt Policy Doesn’t Matter)
   Example - Macbeth Spot Removers - All Equity Financed
Data
Number of shares       1,000
Price per share        $10
Market Value of Shares $ 10,000


Outcomes
                         A    B    C      D
Operating Income       $500 1,000 1,500 2,000       Expected
Earnings per share     $.50    1.00   1.50   2.00   outcome
Return on shares (%)   5%      10     15     20
17-8



 M&M (Debt Policy Doesn’t Matter)
Example    Data
           Number of shares         500
cont.
           Price per share          $10
50% debt   Market Value of Shares   $ 5,000
           Market value of debt     $ 5,000


           Outcomes
                                     A        B       C       D
           Operating Income          $500     1,000   1,500   2,000
           Interest                  $500     500     500     500
           Equity earnings           $0       500     1,000   1,500
           Earnings per share        $0       1       2       3
           Return on shares (%)      0%       10      20      30
17-9



 M&M (Debt Policy Doesn’t Matter)
Example - Macbeth’s      - All Equity Financed
                         - Debt replicated by investors


Outcomes
                                  A      B      C     D
Earnings on two shares            $1.00 2.00 3.00 4.00
LESS : Interest @ 10%             $1.00 1.00 1.00 1.00
Net earnings on investment        $0     1.00   2.00 3.00
Return on $10 investment (%)      0%     10     20    30
17-10

Borrowing and EPS at Macbeth
17-11


No Magic in Financial Leverage
MM'S PROPOSITION I

 If capital markets are doing their job,
 firms cannot increase value by tinkering
 with capital structure.

 V is independent of the debt ratio.


AN EVERYDAY ANALOGY

 It should cost no more to assemble a
 chicken than to buy one whole.
17-12


      Proposition I and Macbeth

                             Macbeth continued


                                  Cuttent Structure : Proposed Structure :
                                     All Equity       Equal Debt and Equity
Expected earnings per share ($)         1.50                  2.00
     Price per share ($)                  10                   10
Expected return per share (%)             15                   20
17-13


          Leverage and Returns


                                 expected operating income
Expected return on assets = ra =
                                 market value of all securities



              D         E       
        rA =     × rD  +   × rE 
             D+E       D+E      
17-14


        M&M Proposition II
                               Macbeth continued
                        D
rE = rA + ( rA − rD )
                        E


                expected operating income
     rE = rA =
               market value of all securities
           1500
        =        = .15
          10,000
17-15


              M&M Proposition II
                        D
rE = rA + ( rA − rD )                       Macbeth continued
                        E
            expected operating income
  rE = rA =
           market value of all securities
       1500
    =        = .15
      10,000



                                      5000
              rE = .15 + ( .15 − .10)
                                      5000
                 = .20 or 20%
17-16


            Leverage and Risk
                            Macbeth continued
Leverage increases the risk of Macbeth shares
                                   Operating Income
                                                    Change
                                   $1,500 to $500
All equity Earnings per share ($)    1.50      0.50 - $1.00
              Return on shares       15%       5%    - 10%
50 % debt : Earnings per share ($)     2         0  - $2.00
              Return on shares       20%         0   - 20%
17-17

            Leverage and Returns
     Market Value Balance Sheet example

Asset Value   100                Debt (D)
        40
                                 Equity (E)         60
Asset Value   100                Firm Value (V) 100

rd = 7.5%                        D               E 
                    rA =  rD ×         +  rE ×       
                               D+E             D+E
re = 15%
                                  40            60 
                    rA =  .075 ×      +  .15 ×      = 12.75%
                                 100           100 
17-18

             Leverage and Returns
      Market Value Balance Sheet example – continued
What happens to Re when debt costs rise?
  Asset Value      100               Debt (D)
          40
                                     Equity (E)      60
  Asset Value      100               Firm Value (V) 100

   rd = 7.5% changes to 7.875%
   re = ??
                                            40           60 
                         .1275 =  .07875 ×      +  re ×     
                                           100          100 
                             re = 16.0%
17-19


Leverage and Returns


          D        E
BA =  BD ×  +  BE × 
          V        V


           D
 BE = B A + ( B A − BD )
           V
17-20


                  WACC

     WACC is the traditional view of capital
      structure, risk and return.



                     D        E
    WACC = rA =  rD ×  +  rE × 
                     V        V
17-21


         WACC
     r

                      rE

          rA = WACC

rD
                           D
                           V
17-22


M&M Proposition II
17-23


WACC (traditional view)
17-24


         After Tax WACC
 The tax benefit from interest expense
  deductibility must be included in the cost of
  funds.
 This tax benefit reduces the effective cost of
  debt by a factor of the marginal tax rate.


                  D        E
      WACC =  rD ×  +  rE × 
                  V        V
                  Old Formula
17-25


       After Tax WACC

         Tax Adjusted Formula




                       D        E
WACC = rD × (1 − Tc) ×   +  rE × 
                       V        V
17-26


        After Tax WACC
Example - Union Pacific

The firm has a marginal tax rate of
35%. The cost of equity is 9.9% and
the pretax cost of debt is 7.8%. Given
the book and market value balance
sheets, what is the tax adjusted WACC?
17-27


           After Tax WACC
Example - Union Pacific - continued



 Balance Sheet (Market Value, billions)
 Assets             200         63      Debt
                               137      Equity
 Total assets       200        200      Total liabilities




          MARKET VALUES
17-28


          After Tax WACC
Example - Union Pacific - continued

Debt ratio = (D/V) = 63/200= .315 or 31.5%

Equity ratio = (E/V) = 137/200 = .685 or 68.5%


                       D        E
WACC = rD × (1 − Tc) ×   +  rE × 
                       V        V
17-29


           After Tax WACC
 Example - Union Pacific - continued


                        D        E
 WACC = rD × (1 − Tc) ×   +  rE × 
                        V        V


WACC = (1 − .35) × .078 × ( .315) + .099( .685)
     = .084
     = 8.4%
17-30


Union Pacific WACC
17-31


  After Tax WACC

Another Example - Kate’s Cafe

Kate’s Café has a marginal tax rate of
35%. The cost of equity is 10.0% and
the pretax cost of debt is 5.5%. Given
the book and market value balance
sheets, what is the tax adjusted WACC?
17-32


          After Tax WACC
    Another Example - Kate’s Cafe- continued




Balance Sheet (Market Value, billions)
Assets             22.6        7.6     Debt
                               15      Equity
Total assets       22.6       22.6     Total liabilities



         MARKET VALUES
17-33


           After Tax WACC
 Another Example - Kate’s Cafe- continued

Debt ratio = (D/V) = 7.6/22.6= .34 or 34%

Equity ratio = (E/V) = 15/22.6 = .66 or 66%


                       D        E
WACC = rD × (1 − Tc) ×   +  rE × 
                       V        V
17-34


          After Tax WACC
Another Example - Kate’s Cafe- continued


                       D        E
WACC = rD × (1 − Tc) ×   +  rE × 
                       V        V


 WACC = .055 × (1 − .35)( .34 ) + .10( .66)
      = .078
      = 7.8%
17-35


                   Web Resources
Click to access web sites
Internet connection required


   http://finance.yahoo.com


   www.valuepro.net

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Chap017

  • 1. Principles of Chapter 17 Corporate Finance Tenth Edition Does Debt Policy Matter? Slides by Matthew Will McGraw-Hill/Irwin Copyright © 2011 by the McGraw-Hill Companies, Inc. All rights reserved.
  • 2. 17-2 Topics Covered  Financial Leverage in a Competitive Tax Free Environment  Financial Risk and Expected Returns  The Weighted Average Cost of Capital  A Final Word on After Tax WACC
  • 3. 17-3 M&M (Debt Policy Doesn’t Matter)  Modigliani & Miller – When there are no taxes and capital markets function well, it makes no difference whether the firm borrows or individual shareholders borrow. Therefore, the market value of a company does not depend on its capital structure.
  • 4. 17-4 M&M (Debt Policy Doesn’t Matter) Assumptions  By issuing 1 security rather than 2, company diminishes investor choice. This does not reduce value if: – Investors do not need choice, OR – There are sufficient alternative securities  Capital structure does not affect cash flows e.g... – No taxes – No bankruptcy costs – No effect on management incentives
  • 5. 17-5 M&M (Debt Policy Doesn’t Matter) Dollar Investment Dollar Return .01VU .01 × Profits Dollar Investment Dollar Return Debt .01D L .01× Interest Equity .01E L .01× ( Profits - Interest) Total .01(D L + E L ) .01× Profits = .01VL
  • 6. 17-6 M&M (Debt Policy Doesn’t Matter) Dollar Investment Dollar Return .01E L .01 × ( Profits - interest) = .01(VL − DL ) Dollar Investment Dollar Return Borrowing − .01D L - .01 × Interest Equity .01VU .01 × Profits Total .01(VU + D L ) .01 × ( Profits - Interest)
  • 7. 17-7 M&M (Debt Policy Doesn’t Matter) Example - Macbeth Spot Removers - All Equity Financed Data Number of shares 1,000 Price per share $10 Market Value of Shares $ 10,000 Outcomes A B C D Operating Income $500 1,000 1,500 2,000 Expected Earnings per share $.50 1.00 1.50 2.00 outcome Return on shares (%) 5% 10 15 20
  • 8. 17-8 M&M (Debt Policy Doesn’t Matter) Example Data Number of shares 500 cont. Price per share $10 50% debt Market Value of Shares $ 5,000 Market value of debt $ 5,000 Outcomes A B C D Operating Income $500 1,000 1,500 2,000 Interest $500 500 500 500 Equity earnings $0 500 1,000 1,500 Earnings per share $0 1 2 3 Return on shares (%) 0% 10 20 30
  • 9. 17-9 M&M (Debt Policy Doesn’t Matter) Example - Macbeth’s - All Equity Financed - Debt replicated by investors Outcomes A B C D Earnings on two shares $1.00 2.00 3.00 4.00 LESS : Interest @ 10% $1.00 1.00 1.00 1.00 Net earnings on investment $0 1.00 2.00 3.00 Return on $10 investment (%) 0% 10 20 30
  • 11. 17-11 No Magic in Financial Leverage MM'S PROPOSITION I If capital markets are doing their job, firms cannot increase value by tinkering with capital structure. V is independent of the debt ratio. AN EVERYDAY ANALOGY It should cost no more to assemble a chicken than to buy one whole.
  • 12. 17-12 Proposition I and Macbeth Macbeth continued Cuttent Structure : Proposed Structure : All Equity Equal Debt and Equity Expected earnings per share ($) 1.50 2.00 Price per share ($) 10 10 Expected return per share (%) 15 20
  • 13. 17-13 Leverage and Returns expected operating income Expected return on assets = ra = market value of all securities  D   E  rA =  × rD  +  × rE  D+E  D+E 
  • 14. 17-14 M&M Proposition II Macbeth continued D rE = rA + ( rA − rD ) E expected operating income rE = rA = market value of all securities 1500 = = .15 10,000
  • 15. 17-15 M&M Proposition II D rE = rA + ( rA − rD ) Macbeth continued E expected operating income rE = rA = market value of all securities 1500 = = .15 10,000 5000 rE = .15 + ( .15 − .10) 5000 = .20 or 20%
  • 16. 17-16 Leverage and Risk Macbeth continued Leverage increases the risk of Macbeth shares Operating Income Change $1,500 to $500 All equity Earnings per share ($) 1.50 0.50 - $1.00 Return on shares 15% 5% - 10% 50 % debt : Earnings per share ($) 2 0 - $2.00 Return on shares 20% 0 - 20%
  • 17. 17-17 Leverage and Returns Market Value Balance Sheet example Asset Value 100 Debt (D) 40 Equity (E) 60 Asset Value 100 Firm Value (V) 100 rd = 7.5%  D   E  rA =  rD ×  +  rE ×   D+E  D+E re = 15%  40   60  rA =  .075 ×  +  .15 ×  = 12.75%  100   100 
  • 18. 17-18 Leverage and Returns Market Value Balance Sheet example – continued What happens to Re when debt costs rise? Asset Value 100 Debt (D) 40 Equity (E) 60 Asset Value 100 Firm Value (V) 100 rd = 7.5% changes to 7.875% re = ??  40   60  .1275 =  .07875 ×  +  re ×   100   100  re = 16.0%
  • 19. 17-19 Leverage and Returns  D  E BA =  BD ×  +  BE ×   V  V D BE = B A + ( B A − BD ) V
  • 20. 17-20 WACC  WACC is the traditional view of capital structure, risk and return.  D  E WACC = rA =  rD ×  +  rE ×   V  V
  • 21. 17-21 WACC r rE rA = WACC rD D V
  • 24. 17-24 After Tax WACC  The tax benefit from interest expense deductibility must be included in the cost of funds.  This tax benefit reduces the effective cost of debt by a factor of the marginal tax rate.  D  E WACC =  rD ×  +  rE ×   V  V Old Formula
  • 25. 17-25 After Tax WACC Tax Adjusted Formula D  E WACC = rD × (1 − Tc) ×   +  rE ×  V   V
  • 26. 17-26 After Tax WACC Example - Union Pacific The firm has a marginal tax rate of 35%. The cost of equity is 9.9% and the pretax cost of debt is 7.8%. Given the book and market value balance sheets, what is the tax adjusted WACC?
  • 27. 17-27 After Tax WACC Example - Union Pacific - continued Balance Sheet (Market Value, billions) Assets 200 63 Debt 137 Equity Total assets 200 200 Total liabilities MARKET VALUES
  • 28. 17-28 After Tax WACC Example - Union Pacific - continued Debt ratio = (D/V) = 63/200= .315 or 31.5% Equity ratio = (E/V) = 137/200 = .685 or 68.5% D  E WACC = rD × (1 − Tc) ×   +  rE ×  V   V
  • 29. 17-29 After Tax WACC Example - Union Pacific - continued D  E WACC = rD × (1 − Tc) ×   +  rE ×  V   V WACC = (1 − .35) × .078 × ( .315) + .099( .685) = .084 = 8.4%
  • 31. 17-31 After Tax WACC Another Example - Kate’s Cafe Kate’s Café has a marginal tax rate of 35%. The cost of equity is 10.0% and the pretax cost of debt is 5.5%. Given the book and market value balance sheets, what is the tax adjusted WACC?
  • 32. 17-32 After Tax WACC Another Example - Kate’s Cafe- continued Balance Sheet (Market Value, billions) Assets 22.6 7.6 Debt 15 Equity Total assets 22.6 22.6 Total liabilities MARKET VALUES
  • 33. 17-33 After Tax WACC Another Example - Kate’s Cafe- continued Debt ratio = (D/V) = 7.6/22.6= .34 or 34% Equity ratio = (E/V) = 15/22.6 = .66 or 66% D  E WACC = rD × (1 − Tc) ×   +  rE ×  V   V
  • 34. 17-34 After Tax WACC Another Example - Kate’s Cafe- continued D  E WACC = rD × (1 − Tc) ×   +  rE ×  V   V WACC = .055 × (1 − .35)( .34 ) + .10( .66) = .078 = 7.8%
  • 35. 17-35 Web Resources Click to access web sites Internet connection required http://finance.yahoo.com www.valuepro.net

Notes de l'éditeur

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