1 / 24

Valuation

Valuation. Chapter 10. Valuation models. Discounted cash-flow Market-based (multiples) Residual income Model DCF and risidual income model are much more sophisticated valuation tools than the price multiples Infinite forecast horizon

cordelia-weeks
Télécharger la présentation

Valuation

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript

  1. Valuation Chapter 10

  2. Valuation models • Discounted cash-flow • Market-based (multiples) • Residual income Model DCF and risidual income model are much more sophisticated valuation tools than the price multiples • Infinite forecast horizon • Risk and the time-value of money are taken into account (cost of capital) Ch 10

  3. Discounted Cash-Flow Approach • Estimated future cash flows are discounted back to present value based on the investor’s required rate of return • Discounted dividend valuation • Discounted operating cash-flow models Ch 10

  4. Discounted Dividend ValuationTheoretical Model • No-growth, constant dividend • Dividends are growing at rate g Ch 10

  5. Required rate of return (r) • rf, Risk-free (30-year Treasury bond) = 5% • rm, Expected stock market return = 10% • Risk premium = (rm – rf) • For example, if Beta = 1.5 • r = 5% + 1.5(10%-5%) • r = 12.5% Ch 10

  6. Growth rate (g) • Sustainable growth = ROE(1-Payout rate) • ROE = Earnings/Average equity • Payout rate: % of earnings used to pay dividends Ch 10

  7. Discounted Dividend ValuationMotorola example • Motorola • Annual dividend = $0.16 • Beta = 1.35 • ROE = 13% • Payout ratio = 20% • Economic • Yield on Treasury bills = 4.75% • Historical market risk premium = 5.4% Ch 10

  8. Discounted Dividend ValuationMotorola example • r = .0475+1.35(.054) = .120 • g = .13(1-.20) = .104 • Value = $11.04 Ch 10

  9. Discounted Operating Cash-Flow Models • Value of the firm (EV) = Value of assets = Enterprise value = Value of debt +value of equity • Typically, valuation of debt is relatively easy. Amount of debt reported in balance sheet is usually close to market value, i.e. value of debt is observable Ch 10

  10. Discounted Operating Cash-Flow Models • Operating cash flow Plus: Interest Paid Times (1-tax rate) Less: Investments in Fixed Capital Free Cash Flow to the Firm(to all investors) Ch 10

  11. Discounted Operating Cash-Flow Models • r = Weighted average cost of capital (WACC) • Required rate of return to all capital providers • For Motorola, 10.2% • g = growth rate of FCFs • For Motorola, 9% • If Motorola’s FCF = $314 million • Firm value is $26,167 million [314/(.102-.09)] • Shares outstanding is 2,299 • Value per share (after debt $9,428) is $7.28 Ch 10

  12. Discounted Operating Cash-Flow Models • Growth • Can also use a multi-stage model to accommodate rate changes • Forecasting cash flows requires judgment • Begin with reported, historical cash flow and earnings • Make company-appropriate adjustments • Use financial analysts’ estimates Ch 10

  13. Market-based Models (multiples) • Compare subject company to other similar companies for which market prices are available • Simple but require a lot of professional judgment • P/E Model • P/B Method • P/S Model Ch 10

  14. P/E Model • Assumes a company is worth a certain multiple of its current earnings • Assumes each stock is worth the same multiple of EPS • Requires judgment regarding • Peer firms • Historical (average) P/E Ch 10

  15. P/E Model • Firms with no internal growth prospects, paying out 100% of earnings • Current P/E = 1/r • Constant growth, • P0/E1 = (D1/E1)/(r-g) • D = annual dividends, E = EPS Ch 10

  16. P/E versus bond yields http://home.golden.net/~pjponzo/PE-BondRates.htm Ch 10

  17. Effect of the cost of equity and growth opportunities to P/E-ratio Ch 10

  18. P/E Model • Motorola example • Consensus analyst forecast EPS = $0.46 • P/E of 23 is appropriate • Value = 23*$0.46 = $10.58 Ch 10

  19. Problems when using P/E-ratio in valuation • It assumes that the benchmark is obtainable. • P/E-ratios might differ accross firms or time at least for the following reasons: • growth opportunities may differ accross firms • riskiness of a firm may differ accorss firms • earnings for a given year may be temporary by nature Ch 10

  20. P/B-ratio, price/book–ratio • No growth • P0/B = ROE/r • Constant growth • P0/B = (ROE- g)/(r-g) • P/B ratios for similar firms are compared with those of the subject firm to arrive at an appropriate multiple for use in valuation Ch 10

  21. Other Price multiples • enterprise value/EBIT–ratio • price/free cash flow–ratio • price/sales–ratio • Price/EBITDA Method used should be appropriate considering the specific circumstances of the subject company. Ch 10

  22. Residual Income Model • PV = book value + excess earnings over time • Perpetuity model Ch 10

  23. Ch 10

  24. Valuation tools most used by analysts in Morgan Stanley European sector research teams Ch 10

More Related