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Chapter 6 - Stock Valuation

Chapter 6 - Stock Valuation. Security Valuation. In general, the intrinsic value of an asset = the present value of the stream of expected cash flows discounted at an appropriate required rate of return . Preferred Stock. A hybrid security : It’s like common stock - no fixed maturity.

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Chapter 6 - Stock Valuation

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  1. Chapter 6 -Stock Valuation

  2. Security Valuation • In general, the intrinsic value of an asset = the present value of the stream of expected cash flows discounted at an appropriate required rate of return.

  3. Preferred Stock A hybrid security: • It’s like common stock - no fixed maturity.

  4. Preferred Stock A hybrid security: • It’s like common stock - no fixed maturity. • Technically, it’s part of equity capital.

  5. Preferred Stock A hybrid security: • It’s like common stock - no fixed maturity. • Technically, it’s part of equity capital. • It’s like debt - preferred dividends are fixed.

  6. Preferred Stock A hybrid security: • It’s like common stock - no fixed maturity. • Technically, it’s part of equity capital. • It’s like debt - preferred dividends are fixed. • Missing a preferred dividend does not constitute default, but preferred dividends are cumulative.

  7. Preferred Stock • Usually sold for $25, $50, or $100 per share. • Dividends are fixed either as a dollar amount or as a percentage of par value. • Example: In 1988, Xerox issued $75 million of 8.25% preferred stock at $50 per share. • $4.125 is the fixed, annual dividend per share.

  8. Preferred Stock Features • Firms may have multiple classes of preferreds, each with different features. • Priority: lower than debt, higher than common stock. • Cumulative feature: all past unpaid preferred stock dividends must be paid before any common stock dividends are declared.

  9. Preferred Stock Features • Protective provisions are common. • Convertibility: many preferreds are convertible into common shares. • Adjustable rate preferreds have dividends tied to interest rates. • Participation: some (very few) preferreds have dividends tied to the firm’s earnings.

  10. Preferred Stock Features • PIK Preferred: Pay-in-kind preferred stocks pay additional preferred shares to investors rather than cash dividends. • Retirement: Most preferreds are callable, and many include a sinking fund provision to set cash aside for the purpose of retiring preferred shares.

  11. Preferred Stock Valuation • A preferred stock can usually be valued like a perpetuity:

  12. D V = ps k ps Preferred Stock Valuation • A preferred stock can usually be valued like a perpetuity:

  13. Example: • Xerox preferred pays an 8.25% dividend on a $50 par value. • Suppose our required rate of return on Xerox preferred is 9.5%.

  14. 4.125 V = = ps .095 Example: • Xerox preferred pays an 8.25% dividend on a $50 par value. • Suppose our required rate of return on Xerox preferred is 9.5%.

  15. 4.125 V = = $43.42 ps .095 Example: • Xerox preferred pays an 8.25% dividend on a $50 par value. • Suppose our required rate of return on Xerox preferred is 9.5%.

  16. Expected Rate of Return on Preferred • Just adjust the valuation model:

  17. D Po kps = Expected Rate of Return on Preferred • Just adjust the valuation model:

  18. Example • If we know the preferred stock price is $40, and the preferred dividend is $4.125, the expected return is:

  19. D Po 4.125 40 kps = = = Example • If we know the preferred stock price is $40, and the preferred dividend is $4.125, the expected return is:

  20. D Po 4.125 40 kps = = = .1031 Example • If we know the preferred stock price is $40, and the preferred dividend is $4.125, the expected return is:

  21. The Financial Pages:Preferred Stocks 52 weeks Yld Vol Hi Lo Sym Div % PE 100s Close 2788 2506 GenMotor pfG 2.28 8.9 … 86 25 53 • Dividend: $2.28 on $25 par value = 9.12% dividend rate. • Expected return: 2.28 / 25.53 = 8.9%.

  22. Common Stock • Is a variable-income security. • Dividends may be increased or decreased, depending on earnings. • Represents equity or ownership. • Includes voting rights. • Limited liability: liability is limited to amount of owners’ investment. • Priority: lower than debt and preferred.

  23. Common Stock Characteristics • Claim on Income - a stockholder has a claim on the firm’s residual income. • Claim on Assets - a stockholder has a residual claim on the firm’s assets in case of liquidation. • Preemptive Rights - stockholders may share proportionally in any new stock issues. • Voting Rights - right to vote for the firm’s board of directors.

  24. Common Stock Valuation(Single Holding Period) • You expect XYZ stock to pay a $5.50 dividend at the end of the year. The stock price is expected to be $120 at that time. • If you require a 15% rate of return, what would you pay for the stock now?

  25. ? 5.50 + 120 0 1 Common Stock Valuation(Single Holding Period) • You expect XYZ stock to pay a $5.50 dividend at the end of the year. The stock price is expected to be $120 at that time. • If you require a 15% rate of return, what would you pay for the stock now?

  26. Common Stock Valuation(Single Holding Period) Solution: Vcs = (5.50/1.15) + (120/1.15) = 4.783 + 104.348 = $109.13

  27. Common Stock Valuation(Single Holding Period) Financial Calculator solution: P/Y =1, I = 15, n=1, FV= 125.50 solve: PV = -109.13 or: P/Y =1, I = 15, n=1, FV= 120, PMT = 5.50 solve: PV = -109.13

  28. The Financial Pages:Common Stocks 52 weeks Yld Vol Net Hi Lo Sym Div % PE 100s Hi Lo Close Chg 135 80 IBM .52 .5 21 142349 99 93 9496 -343 82 18 CiscoSys … 47 1189057 21 19 2025 -113

  29. Common Stock Valuation(Multiple Holding Periods) • Constant Growth Model • Assumes common stock dividends will grow at a constant rate into the future.

  30. D1 kcs - g Vcs = Common Stock Valuation(Multiple Holding Periods) • Constant Growth Model • Assumes common stock dividends will grow at a constant rate into the future.

  31. Constant Growth Model • Assumes common stock dividends will grow at a constant rate into the future.

  32. D1 kcs - g Vcs = Constant Growth Model • Assumes common stock dividends will grow at a constant rate into the future.

  33. D1 kcs - g Vcs = Constant Growth Model • Assumes common stock dividends will grow at a constant rate into the future. • D1 = the dividend at the end of period 1. • kcs= the required return on the common stock. • g = the constant, annual dividend growth rate.

  34. Example • XYZ stock recently paid a $5.00 dividend. The dividend is expected to grow at 10% per year indefinitely. What would we be willing to pay if our required return on XYZ stock is 15%?

  35. Example • XYZ stock recently paid a $5.00 dividend. The dividend is expected to grow at 10% per year indefinitely. What would we be willing to pay if our required return on XYZ stock is 15%? D0 = $5, so D1 = 5 (1.10) = $5.50

  36. Vcs = Example • XYZ stock recently paid a $5.00 dividend. The dividend is expected to grow at 10% per year indefinitely. What would we be willing to pay if our required return on XYZ stock is 15%?

  37. D1 kcs - g Vcs = = Example • XYZ stock recently paid a $5.00 dividend. The dividend is expected to grow at 10% per year indefinitely. What would we be willing to pay if our required return on XYZ stock is 15%?

  38. D15.50 kcs - g .15 - .10 Vcs = = = Example • XYZ stock recently paid a $5.00 dividend. The dividend is expected to grow at 10% per year indefinitely. What would we be willing to pay if our required return on XYZ stock is 15%?

  39. D1 5.50 kcs - g .15 - .10 Vcs = = = $110 Example • XYZ stock recently paid a $5.00 dividend. The dividend is expected to grow at 10% per year indefinitely. What would we be willing to pay if our required return on XYZ stock is 15%?

  40. Expected Return on Common Stock • Just adjust the valuation model

  41. D kcs - g Vcs = Expected Return on Common Stock • Just adjust the valuation model

  42. D1 Vcs D kcs - g k = ( ) + g Vcs = Expected Return on Common Stock • Just adjust the valuation model

  43. D1 Po D kcs - g k = ( ) + g Vcs = Expected Return on Common Stock • Just adjust the valuation model

  44. Example • We know a stock will pay a $3.00 dividend at time 1, has a price of $27 and an expected growth rate of 5%.

  45. D1 Po kcs = ( ) + g Example • We know a stock will pay a $3.00 dividend at time 1, has a price of $27 and an expected growth rate of 5%.

  46. kcs = ( ) + .05 = D1 Po 3.00 27 kcs = ( ) + g Example • We know a stock will pay a $3.00 dividend at time 1, has a price of $27 and an expected growth rate of 5%.

  47. kcs = ( ) + .05 = 16.11% D1 Po 3.00 27 kcs = ( ) + g Example • We know a stock will pay a $3.00 dividend at time 1, has a price of $27 and an expected growth rate of 5%.

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